Исследование объявлений о продаже квартир¶
Цель исследования:
Основная цель проекта заключается в проведении комплексного анализа данных о рынке недвижимости Санкт-Петербурга и разработке методологии определения рыночной стоимости квартир на основе множества параметров.
По каждой квартире на продажу доступны два вида данных. Первые вписаны пользователем, вторые — получены автоматически на основе картографических данных. Например, расстояние до центра, аэропорта и других объектов — эти данные автоматически получены из геосервисов. Количество парков и водоёмов также заполняется без участия пользователя.
Описание данных:
airports_nearest— расстояние до ближайшего аэропорта в метрах (м)balcony— число балконовceiling_height— высота потолков (м)cityCenters_nearest— расстояние до центра города (м)days_exposition— сколько дней было размещено объявление (от публикации до снятия)first_day_exposition— дата публикацииfloor— этажfloors_total— всего этажей в домеis_apartment— апартаменты (булев тип)kitchen_area— площадь кухни в квадратных метрах (м²)last_price— цена на момент снятия с публикацииliving_area— жилая площадь в квадратных метрах (м²)locality_name— название населённого пунктаopen_plan— свободная планировка (булев тип)parks_around3000— число парков в радиусе 3 кмparks_nearest— расстояние до ближайшего парка (м)ponds_around3000— число водоёмов в радиусе 3 кмponds_nearest— расстояние до ближайшего водоёма (м)rooms— число комнатstudio— квартира-студия (булев тип)total_area— общая площадь квартиры в квадратных метрах (м²)total_images— число фотографий квартиры в объявлении
Загрузка данных¶
# Импорт необходимых библиотек
import pandas as pd
import matplotlib.pyplot as plt
from google.colab import drive
# Настройка отоброжения и подключение Google Colab
pd.set_option('display.max_columns', None)
pd.set_option('display.max_rows', None)
drive.mount('/content/drive')
Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount("/content/drive", force_remount=True).
try:
data = pd.read_csv('/datasets/real_estate_data.csv', sep='\t') # Для практикума
except FileNotFoundError:
try:
data = pd.read_csv('Модуль 1 спринт 1/real_estate_data.csv', sep='\t') # Если файл локальный
except FileNotFoundError:
try:
data = pd.read_csv('/content/drive/MyDrive/Colab Notebooks/Модуль 1/Модуль 1 спринт 1/real_estate_data.csv', sep='\t') # Для Google Colab
except FileNotFoundError:
print('Файл не найден ни в одном из указанных мест.')
contract = None
Выполним первичный анализ данных.
data.info()
<class 'pandas.core.frame.DataFrame'> RangeIndex: 23699 entries, 0 to 23698 Data columns (total 22 columns): # Column Non-Null Count Dtype --- ------ -------------- ----- 0 total_images 23699 non-null int64 1 last_price 23699 non-null float64 2 total_area 23699 non-null float64 3 first_day_exposition 23699 non-null object 4 rooms 23699 non-null int64 5 ceiling_height 14504 non-null float64 6 floors_total 23613 non-null float64 7 living_area 21796 non-null float64 8 floor 23699 non-null int64 9 is_apartment 2775 non-null object 10 studio 23699 non-null bool 11 open_plan 23699 non-null bool 12 kitchen_area 21421 non-null float64 13 balcony 12180 non-null float64 14 locality_name 23650 non-null object 15 airports_nearest 18157 non-null float64 16 cityCenters_nearest 18180 non-null float64 17 parks_around3000 18181 non-null float64 18 parks_nearest 8079 non-null float64 19 ponds_around3000 18181 non-null float64 20 ponds_nearest 9110 non-null float64 21 days_exposition 20518 non-null float64 dtypes: bool(2), float64(14), int64(3), object(3) memory usage: 3.7+ MB
data.head(10)
| total_images | last_price | total_area | first_day_exposition | rooms | ceiling_height | floors_total | living_area | floor | is_apartment | studio | open_plan | kitchen_area | balcony | locality_name | airports_nearest | cityCenters_nearest | parks_around3000 | parks_nearest | ponds_around3000 | ponds_nearest | days_exposition | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 0 | 20 | 13000000.0 | 108.00 | 2019-03-07T00:00:00 | 3 | 2.70 | 16.0 | 51.00 | 8 | NaN | False | False | 25.00 | NaN | Санкт-Петербург | 18863.0 | 16028.0 | 1.0 | 482.0 | 2.0 | 755.0 | NaN |
| 1 | 7 | 3350000.0 | 40.40 | 2018-12-04T00:00:00 | 1 | NaN | 11.0 | 18.60 | 1 | NaN | False | False | 11.00 | 2.0 | посёлок Шушары | 12817.0 | 18603.0 | 0.0 | NaN | 0.0 | NaN | 81.0 |
| 2 | 10 | 5196000.0 | 56.00 | 2015-08-20T00:00:00 | 2 | NaN | 5.0 | 34.30 | 4 | NaN | False | False | 8.30 | 0.0 | Санкт-Петербург | 21741.0 | 13933.0 | 1.0 | 90.0 | 2.0 | 574.0 | 558.0 |
| 3 | 0 | 64900000.0 | 159.00 | 2015-07-24T00:00:00 | 3 | NaN | 14.0 | NaN | 9 | NaN | False | False | NaN | 0.0 | Санкт-Петербург | 28098.0 | 6800.0 | 2.0 | 84.0 | 3.0 | 234.0 | 424.0 |
| 4 | 2 | 10000000.0 | 100.00 | 2018-06-19T00:00:00 | 2 | 3.03 | 14.0 | 32.00 | 13 | NaN | False | False | 41.00 | NaN | Санкт-Петербург | 31856.0 | 8098.0 | 2.0 | 112.0 | 1.0 | 48.0 | 121.0 |
| 5 | 10 | 2890000.0 | 30.40 | 2018-09-10T00:00:00 | 1 | NaN | 12.0 | 14.40 | 5 | NaN | False | False | 9.10 | NaN | городской посёлок Янино-1 | NaN | NaN | NaN | NaN | NaN | NaN | 55.0 |
| 6 | 6 | 3700000.0 | 37.30 | 2017-11-02T00:00:00 | 1 | NaN | 26.0 | 10.60 | 6 | NaN | False | False | 14.40 | 1.0 | посёлок Парголово | 52996.0 | 19143.0 | 0.0 | NaN | 0.0 | NaN | 155.0 |
| 7 | 5 | 7915000.0 | 71.60 | 2019-04-18T00:00:00 | 2 | NaN | 24.0 | NaN | 22 | NaN | False | False | 18.90 | 2.0 | Санкт-Петербург | 23982.0 | 11634.0 | 0.0 | NaN | 0.0 | NaN | NaN |
| 8 | 20 | 2900000.0 | 33.16 | 2018-05-23T00:00:00 | 1 | NaN | 27.0 | 15.43 | 26 | NaN | False | False | 8.81 | NaN | посёлок Мурино | NaN | NaN | NaN | NaN | NaN | NaN | 189.0 |
| 9 | 18 | 5400000.0 | 61.00 | 2017-02-26T00:00:00 | 3 | 2.50 | 9.0 | 43.60 | 7 | NaN | False | False | 6.50 | 2.0 | Санкт-Петербург | 50898.0 | 15008.0 | 0.0 | NaN | 0.0 | NaN | 289.0 |
data.tail()
| total_images | last_price | total_area | first_day_exposition | rooms | ceiling_height | floors_total | living_area | floor | is_apartment | studio | open_plan | kitchen_area | balcony | locality_name | airports_nearest | cityCenters_nearest | parks_around3000 | parks_nearest | ponds_around3000 | ponds_nearest | days_exposition | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 23694 | 9 | 9700000.0 | 133.81 | 2017-03-21T00:00:00 | 3 | 3.7 | 5.0 | 73.3 | 3 | NaN | False | False | 13.83 | NaN | Санкт-Петербург | 24665.0 | 4232.0 | 1.0 | 796.0 | 3.0 | 381.0 | NaN |
| 23695 | 14 | 3100000.0 | 59.00 | 2018-01-15T00:00:00 | 3 | NaN | 5.0 | 38.0 | 4 | NaN | False | False | 8.50 | NaN | Тосно | NaN | NaN | NaN | NaN | NaN | NaN | 45.0 |
| 23696 | 18 | 2500000.0 | 56.70 | 2018-02-11T00:00:00 | 2 | NaN | 3.0 | 29.7 | 1 | NaN | False | False | NaN | NaN | село Рождествено | NaN | NaN | NaN | NaN | NaN | NaN | NaN |
| 23697 | 13 | 11475000.0 | 76.75 | 2017-03-28T00:00:00 | 2 | 3.0 | 17.0 | NaN | 12 | NaN | False | False | 23.30 | 2.0 | Санкт-Петербург | 39140.0 | 10364.0 | 2.0 | 173.0 | 3.0 | 196.0 | 602.0 |
| 23698 | 4 | 1350000.0 | 32.30 | 2017-07-21T00:00:00 | 1 | 2.5 | 5.0 | 12.3 | 1 | NaN | False | False | 9.00 | NaN | поселок Новый Учхоз | NaN | NaN | NaN | NaN | NaN | NaN | NaN |
Гистограммы по числовым столбцам датафрейма
fig, axes = plt.subplots(nrows=5, ncols=4, figsize=(15, 20))
axes = axes.flatten()
for i, j in enumerate(data.select_dtypes(include='number')):
axes[i].hist(data[j], bins=50, color='skyblue')
axes[i].grid(True)
axes[i].set_title(f'{j}')
axes[i].set_xlabel(j)
axes[i].set_ylabel('Количество')
# Убираем пустые подграфики, если они есть
for j in range(i + 1, len(axes)):
fig.delaxes(axes[j])
plt.tight_layout() # Корректируем расположение графиков
plt.show()
Промежуточный вывод:
- Графики (слева на право) 2, 3, 4, 5, 7, 9, 14, 17 имеют не хакетерный для гистограмм, тип распределния
- Столбец
its_apertmentдолжене иметь булевый тип данных - Столбецы
first_day_expositionи нужно преобразовать в datetime - Требуется выоплнить предобработку данных из за наличии пропусков
Предобработка данных¶
# Определим количество пропущенных значений в каждом столбце
data.isna().sum()
| 0 | |
|---|---|
| total_images | 0 |
| last_price | 0 |
| total_area | 0 |
| first_day_exposition | 0 |
| rooms | 0 |
| ceiling_height | 9195 |
| floors_total | 86 |
| living_area | 1903 |
| floor | 0 |
| is_apartment | 20924 |
| studio | 0 |
| open_plan | 0 |
| kitchen_area | 2278 |
| balcony | 11519 |
| locality_name | 49 |
| airports_nearest | 5542 |
| cityCenters_nearest | 5519 |
| parks_around3000 | 5518 |
| parks_nearest | 15620 |
| ponds_around3000 | 5518 |
| ponds_nearest | 14589 |
| days_exposition | 3181 |
Так как наша задача состоит в том, чтобы определить рыночную стоимость объектов недвижимости, то постараемся вычленить те столбцы которые нужно обязательно спасти от пропусков.
ceiling_height- высота потолков, должна иметь влияние на итоговую стоимость недвижимостиfloors_tota- малое количество пропусков в столбце количества этажей, что меньше 0,36% от количества всех объявленийliving_area- жилая площадь квартиры, нужно сохранить как можно больше данныхis_apartment- более 88% пропусков в столбцеkitchen_area- нужно сохранить больше данныхbalcony- заменим NaN на 0?locality_name- название населённого пункта, видимо данны останутся утерянными, подумаем...
Данные полученные автоматически на основе картографических данных, также имеют пропуски. В теории пропуски можно заменить категориальными данными, взяв в основу гипотезу, чем дальше от центра тем квартира дороже.
# Переименуем столбец cityCenters_nearest
data = data.rename(columns={'cityCenters_nearest':'city_centers_nearest'})
Рассмотрим подробнее каждый столбец, начнем с total_images
# Построим гистограмму для столбца total_images
data['total_images'].hist(bins=50, figsize=(10, 5));
# Посчитаем количество строк где фотографий от 20
len(data[(20 < data['total_images']) & (data['total_images'] < 50)])
72
Основном объявления недвижимости имеют количество фотографий от 10 до 20 фотографий. Данные выглядят правдоподобно. Если 72 случая - аномальные значения, считаю это допустимой погрешностью
Рассмотрим подробнее столбец last_price
data['last_price'].hist(bins=100, figsize=(10, 5));
data['last_price'].describe() / 1000000
| last_price | |
|---|---|
| count | 0.023699 |
| mean | 6.541549 |
| std | 10.887013 |
| min | 0.012190 |
| 25% | 3.400000 |
| 50% | 4.650000 |
| 75% | 6.800000 |
| max | 763.000000 |
data['last_price'].hist(bins=100, range=(0, 15000000), figsize=(10, 5))
plt.title('Цена продажи')
Text(0.5, 1.0, 'Цена продажи')
data['last_price'].hist(bins=100, range=(15000000, 30000000), figsize=(10, 5))
plt.title('Цена продажи')
Text(0.5, 1.0, 'Цена продажи')
data['last_price'].hist(bins=1000, range=(30000000, 1000000000), figsize=(10, 5))
plt.title('Цена продажи')
Text(0.5, 1.0, 'Цена продажи')
Самая дешевая квартира стоит 12190 рублей, а самая дорогая 763000000 рублей. Данные выглядят правдоподобно!
Изучим столбец total_area
data['total_area'].hist(bins=100, figsize=(15, 5))
plt.title('Общая площадь')
Text(0.5, 1.0, 'Общая площадь')
data['total_area'].describe()
| total_area | |
|---|---|
| count | 23699.000000 |
| mean | 60.348651 |
| std | 35.654083 |
| min | 12.000000 |
| 25% | 40.000000 |
| 50% | 52.000000 |
| 75% | 69.900000 |
| max | 900.000000 |
data['total_area'].hist(bins=100, range=(200, 900), figsize=(15, 5))
plt.title('Общая площадь');
# посчитаем количество строк с площадью от 200 метров в квадрате
len(data[(200 <= data['total_area']) & (data['total_area'] <= 1000)])
231
В целом данные выглядят правдоподобно, 231 считаю приемлемой погрешностью
Преобразуем столбец first_day_exposition в datetime
# Используем метод to_datetime
data['first_day_exposition'] = pd.to_datetime(data['first_day_exposition'], format='%Y-%m-%dT%H:%M:%S')
data['first_day_exposition'].head()
| first_day_exposition | |
|---|---|
| 0 | 2019-03-07 |
| 1 | 2018-12-04 |
| 2 | 2015-08-20 |
| 3 | 2015-07-24 |
| 4 | 2018-06-19 |
Столбец принял формат datetime!
Рассмотрим столбец rooms
data.plot(y='rooms', kind='hist', figsize=(10, 5), grid=True, title='Количество комнат');
data['rooms'].describe()
| rooms | |
|---|---|
| count | 23699.000000 |
| mean | 2.070636 |
| std | 1.078405 |
| min | 0.000000 |
| 25% | 1.000000 |
| 50% | 2.000000 |
| 75% | 3.000000 |
| max | 19.000000 |
Изучим сколько квартир с 0 комнат, возможно это студии!
# Проверим количество строк, где количество комнат 0
data.query('rooms == 0').shape[0]
197
Всего таких столбцов 197. Изучим сколько таких столбцов, где количество комнат равно нулю и студия равно True
data.query('rooms == 0 and studio == True').shape[0]
138
Таких строк 138, можно прийти к итогу, что 138 строк это студии. А остальную часть, раcсмотрим подробнее
display(data.query('rooms == 0 and studio == False').head())
data.query('rooms == 0 and studio == False').tail()
| total_images | last_price | total_area | first_day_exposition | rooms | ceiling_height | floors_total | living_area | floor | is_apartment | studio | open_plan | kitchen_area | balcony | locality_name | airports_nearest | city_centers_nearest | parks_around3000 | parks_nearest | ponds_around3000 | ponds_nearest | days_exposition | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 349 | 4 | 2320000.0 | 25.0 | 2017-09-27 | 0 | NaN | 14.0 | 17.0 | 1 | NaN | False | True | NaN | 0.0 | деревня Кудрово | NaN | NaN | NaN | NaN | NaN | NaN | 45.0 |
| 508 | 0 | 3375000.0 | 34.4 | 2017-03-28 | 0 | NaN | 26.0 | 24.3 | 19 | NaN | False | True | NaN | 1.0 | посёлок Парголово | 53115.0 | 19292.0 | 0.0 | NaN | 1.0 | 593.0 | 430.0 |
| 780 | 9 | 2600000.0 | 26.1 | 2018-02-20 | 0 | NaN | 18.0 | NaN | 8 | NaN | False | True | NaN | 1.0 | посёлок Мурино | NaN | NaN | NaN | NaN | NaN | NaN | 45.0 |
| 839 | 14 | 1900000.0 | 35.0 | 2017-04-14 | 0 | 2.7 | 5.0 | 15.0 | 3 | False | False | True | NaN | 1.0 | поселок Новый Свет | NaN | NaN | NaN | NaN | NaN | NaN | 7.0 |
| 946 | 5 | 2200000.0 | 23.0 | 2016-09-27 | 0 | NaN | 27.0 | 18.0 | 7 | NaN | False | True | NaN | 2.0 | посёлок Мурино | NaN | NaN | NaN | NaN | NaN | NaN | 483.0 |
| total_images | last_price | total_area | first_day_exposition | rooms | ceiling_height | floors_total | living_area | floor | is_apartment | studio | open_plan | kitchen_area | balcony | locality_name | airports_nearest | city_centers_nearest | parks_around3000 | parks_nearest | ponds_around3000 | ponds_nearest | days_exposition | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 21299 | 13 | 2450000.0 | 28.5 | 2017-11-22 | 0 | NaN | 12.0 | 18.0 | 7 | NaN | False | True | NaN | 2.0 | Санкт-Петербург | 20381.0 | 19383.0 | 0.0 | NaN | 1.0 | 579.0 | 73.0 |
| 21628 | 9 | 3900000.0 | 34.0 | 2017-03-18 | 0 | NaN | 20.0 | 24.0 | 10 | NaN | False | True | NaN | 2.0 | Санкт-Петербург | 15506.0 | 13615.0 | 0.0 | NaN | 1.0 | 767.0 | 320.0 |
| 22573 | 8 | 2250000.0 | 24.0 | 2017-09-28 | 0 | NaN | 12.0 | 15.0 | 3 | NaN | False | True | NaN | 2.0 | городской посёлок Новоселье | NaN | NaN | NaN | NaN | NaN | NaN | 45.0 |
| 23442 | 0 | 2500000.0 | 27.7 | 2017-09-28 | 0 | NaN | 24.0 | 18.0 | 4 | NaN | False | True | NaN | 2.0 | посёлок Мурино | NaN | NaN | NaN | NaN | NaN | NaN | 4.0 |
| 23592 | 10 | 1450000.0 | 29.0 | 2017-11-11 | 0 | NaN | 9.0 | 18.0 | 8 | NaN | False | True | NaN | 2.0 | Никольское | NaN | NaN | NaN | NaN | NaN | NaN | 82.0 |
По выведенным строки можно сказать, что часть строк также могу являться студиями. Так как общая площадь квартир зачастую не превышает 30 кв. метров.
# Изучим строки с количеством комнат подробнее, отсортировав их по площади.
data.query('rooms == 0 and studio == False')['total_area'].describe()
| total_area | |
|---|---|
| count | 59.000000 |
| mean | 32.707288 |
| std | 44.986261 |
| min | 16.000000 |
| 25% | 25.000000 |
| 50% | 26.100000 |
| 75% | 28.250000 |
| max | 371.000000 |
Часть квартир с площадью меньше 30 переведем в квартиры - судии.
data.loc[(data['rooms'] == 0) & (data['studio'] == False) & (data['total_area'] <= 30), 'studio'] = True
# Проведем проверку замены
data.query('rooms == 0 and studio == True').shape[0]
187
Изучим строки, где площадь квартиры больше, 30 кв. метров.
data.query('rooms == 0 and studio == False and total_area >= 30')
| total_images | last_price | total_area | first_day_exposition | rooms | ceiling_height | floors_total | living_area | floor | is_apartment | studio | open_plan | kitchen_area | balcony | locality_name | airports_nearest | city_centers_nearest | parks_around3000 | parks_nearest | ponds_around3000 | ponds_nearest | days_exposition | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 508 | 0 | 3375000.0 | 34.40 | 2017-03-28 | 0 | NaN | 26.0 | 24.3 | 19 | NaN | False | True | NaN | 1.0 | посёлок Парголово | 53115.0 | 19292.0 | 0.0 | NaN | 1.0 | 593.0 | 430.0 |
| 839 | 14 | 1900000.0 | 35.00 | 2017-04-14 | 0 | 2.70 | 5.0 | 15.0 | 3 | False | False | True | NaN | 1.0 | поселок Новый Свет | NaN | NaN | NaN | NaN | NaN | NaN | 7.0 |
| 4683 | 2 | 3650000.0 | 35.00 | 2018-02-01 | 0 | NaN | 25.0 | 23.4 | 25 | NaN | False | True | NaN | NaN | Санкт-Петербург | 43431.0 | 12188.0 | 0.0 | NaN | 0.0 | NaN | 100.0 |
| 6805 | 7 | 1850000.0 | 31.00 | 2017-11-10 | 0 | NaN | 18.0 | 18.0 | 10 | NaN | False | True | NaN | 1.0 | Никольское | NaN | NaN | NaN | NaN | NaN | NaN | 7.0 |
| 7008 | 4 | 5200000.0 | 32.30 | 2017-09-14 | 0 | NaN | 11.0 | 25.5 | 4 | NaN | False | True | NaN | NaN | Санкт-Петербург | 30824.0 | 6469.0 | 1.0 | 756.0 | 1.0 | 936.0 | 86.0 |
| 7237 | 8 | 2999000.0 | 42.63 | 2017-11-27 | 0 | NaN | 16.0 | 25.7 | 2 | NaN | False | True | NaN | 2.0 | деревня Кудрово | NaN | NaN | NaN | NaN | NaN | NaN | 45.0 |
| 17805 | 17 | 2600000.0 | 31.10 | 2017-10-25 | 0 | NaN | 16.0 | 21.4 | 14 | NaN | False | True | NaN | 2.0 | Санкт-Петербург | 19212.0 | 22637.0 | 0.0 | NaN | 1.0 | 457.0 | 44.0 |
| 19392 | 5 | 71000000.0 | 371.00 | 2018-07-26 | 0 | 3.57 | 7.0 | NaN | 6 | NaN | False | True | NaN | NaN | Санкт-Петербург | 25257.0 | 6060.0 | 1.0 | 761.0 | 1.0 | 584.0 | 90.0 |
| 19735 | 1 | 2800000.0 | 30.50 | 2017-10-10 | 0 | 2.75 | 25.0 | 20.0 | 2 | NaN | False | True | NaN | 2.0 | деревня Кудрово | NaN | NaN | NaN | NaN | NaN | NaN | 13.0 |
| 21628 | 9 | 3900000.0 | 34.00 | 2017-03-18 | 0 | NaN | 20.0 | 24.0 | 10 | NaN | False | True | NaN | 2.0 | Санкт-Петербург | 15506.0 | 13615.0 | 0.0 | NaN | 1.0 | 767.0 | 320.0 |
9 столбцов из 10 определим в 1 комнатные квартиры. Квартиру с площадью 371 кв. метров пока оставим в покое.
data.loc[(data['rooms'] == 0) & (data['studio'] == False) & (data['total_area'] >= 30) & (data['total_area'] != 371), 'rooms'] = 1
data.query('rooms == 0 and studio == False and total_area >= 30')
| total_images | last_price | total_area | first_day_exposition | rooms | ceiling_height | floors_total | living_area | floor | is_apartment | studio | open_plan | kitchen_area | balcony | locality_name | airports_nearest | city_centers_nearest | parks_around3000 | parks_nearest | ponds_around3000 | ponds_nearest | days_exposition | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 19392 | 5 | 71000000.0 | 371.0 | 2018-07-26 | 0 | 3.57 | 7.0 | NaN | 6 | NaN | False | True | NaN | NaN | Санкт-Петербург | 25257.0 | 6060.0 | 1.0 | 761.0 | 1.0 | 584.0 | 90.0 |
Обработаем ceiling_height
Столбец - высота потолков имеет пропуски, количество пропусков - 9195
data['ceiling_height'].describe()
| ceiling_height | |
|---|---|
| count | 14504.000000 |
| mean | 2.771499 |
| std | 1.261056 |
| min | 1.000000 |
| 25% | 2.520000 |
| 50% | 2.650000 |
| 75% | 2.800000 |
| max | 100.000000 |
data.plot(y='ceiling_height', kind='hist', bins=50, figsize=(10, 5), grid=True, title='Высота потолков');
Встречаются жилые помещения с высотой потолков 1 метр и 100 метров. Средня высота потолков 2.73 метров, что подходит под критерии ГОСТа, о высоте потолков. Медианное значение чуть ниже, равна 2.70 метров.
# Заменим пропуски медианным значением высоты потолков
median_ceiling_height = data['ceiling_height'].median()
data.loc[data['ceiling_height'].isna(), 'ceiling_height'] = median_ceiling_height
data.plot(y='ceiling_height', kind='hist', bins=50, range=(0, 10), figsize=(10, 5), grid=True, title='Высота потолков');
Замена прошла успешно
Изучим floors_total
Столбец, всего этажей имеет 86 пропусков, считаю это число незначительным.
data['floors_total'].describe()
| floors_total | |
|---|---|
| count | 23613.000000 |
| mean | 10.673824 |
| std | 6.597173 |
| min | 1.000000 |
| 25% | 5.000000 |
| 50% | 9.000000 |
| 75% | 16.000000 |
| max | 60.000000 |
# Ознакомимся с пропусками
data[data['floors_total'].isna()].head(10)
| total_images | last_price | total_area | first_day_exposition | rooms | ceiling_height | floors_total | living_area | floor | is_apartment | studio | open_plan | kitchen_area | balcony | locality_name | airports_nearest | city_centers_nearest | parks_around3000 | parks_nearest | ponds_around3000 | ponds_nearest | days_exposition | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 186 | 12 | 11640000.0 | 65.20 | 2018-10-02 | 2 | 2.65 | NaN | 30.80 | 4 | NaN | False | False | 12.00 | NaN | Санкт-Петербург | 39197.0 | 12373.0 | 1.0 | 123.0 | 0.0 | NaN | 49.0 |
| 237 | 4 | 2438033.0 | 28.10 | 2016-11-23 | 1 | 2.65 | NaN | 20.75 | 1 | NaN | False | False | NaN | 0.0 | Санкт-Петербург | 22041.0 | 17369.0 | 0.0 | NaN | 1.0 | 374.0 | 251.0 |
| 457 | 4 | 9788348.0 | 70.80 | 2015-08-01 | 2 | 2.65 | NaN | 38.40 | 12 | NaN | False | False | 10.63 | 0.0 | Санкт-Петербург | 37364.0 | 8322.0 | 2.0 | 309.0 | 2.0 | 706.0 | 727.0 |
| 671 | 4 | 6051191.0 | 93.60 | 2017-04-06 | 3 | 2.65 | NaN | 47.10 | 8 | NaN | False | False | 16.80 | 0.0 | Санкт-Петербург | 22041.0 | 17369.0 | 0.0 | NaN | 1.0 | 374.0 | 123.0 |
| 1757 | 5 | 3600000.0 | 39.00 | 2017-04-22 | 1 | 2.65 | NaN | NaN | 9 | NaN | False | False | NaN | 0.0 | Санкт-Петербург | 22735.0 | 11618.0 | 1.0 | 835.0 | 1.0 | 652.0 | 77.0 |
| 1930 | 1 | 9750000.0 | 66.77 | 2016-05-13 | 2 | 2.65 | NaN | NaN | 4 | NaN | False | False | NaN | 0.0 | Санкт-Петербург | 39886.0 | 10660.0 | 1.0 | 2276.0 | 3.0 | 244.0 | 90.0 |
| 2392 | 7 | 5395770.0 | 53.00 | 2017-06-29 | 2 | 2.65 | NaN | 29.00 | 22 | NaN | False | False | 9.00 | 0.0 | Санкт-Петербург | 43074.0 | 10820.0 | 0.0 | NaN | 0.0 | NaN | 48.0 |
| 2846 | 4 | 2325000.0 | 27.80 | 2016-09-21 | 1 | 2.65 | NaN | 19.40 | 15 | NaN | False | False | NaN | 0.0 | Санкт-Петербург | 22041.0 | 17369.0 | 0.0 | NaN | 1.0 | 374.0 | 307.0 |
| 2952 | 10 | 6500000.0 | 54.30 | 2019-04-23 | 1 | 2.65 | NaN | 22.20 | 6 | NaN | False | False | 12.30 | NaN | Санкт-Петербург | 23606.0 | 3148.0 | 0.0 | NaN | 0.0 | NaN | NaN |
| 3031 | 9 | 6400000.0 | 56.70 | 2018-03-27 | 2 | 2.65 | NaN | 32.00 | 12 | NaN | False | False | 12.00 | NaN | Кудрово | NaN | NaN | NaN | NaN | NaN | NaN | 231.0 |
data.plot(y='floors_total', kind='hist', bins=50, figsize=(10, 5), grid=True, title='Всего этажей');
Аномальных значений не наблюдаю
Считаю заменять пропуски медианными значениями будет неправильно, оставим пропуски как есть, почти заменим пропуски на ноль
# Удалим пропуски в столбце floors_total
data.dropna(subset=['floors_total'], inplace=True)
# Переведем значения в столбце floors_total в int
data['floors_total'] = data['floors_total'].astype('int')
data['floors_total'].head()
| floors_total | |
|---|---|
| 0 | 16 |
| 1 | 11 |
| 2 | 5 |
| 3 | 14 |
| 4 | 14 |
Обработаем столбец living_area
Столбец жилая площадь в квадратных метрах (м²) имеет - 1903 пропуска
data['living_area'].describe()
| living_area | |
|---|---|
| count | 21743.000000 |
| mean | 34.462781 |
| std | 22.037433 |
| min | 2.000000 |
| 25% | 18.600000 |
| 50% | 30.000000 |
| 75% | 42.300000 |
| max | 409.700000 |
data.plot(y='living_area', kind='hist', bins=50, figsize=(10, 5), grid=True, title='жилая площадь в квадратных метрах (м²)');
Квартира с жилой площадью 2 м² выглядит странно. По данным на 2024 год, минимальный размер студий должен быть не меньше 28 м²
# Проверим сколько квартир с жилой площадью меньше 2 м²
display(data.query('living_area <=2'))
| total_images | last_price | total_area | first_day_exposition | rooms | ceiling_height | floors_total | living_area | floor | is_apartment | studio | open_plan | kitchen_area | balcony | locality_name | airports_nearest | city_centers_nearest | parks_around3000 | parks_nearest | ponds_around3000 | ponds_nearest | days_exposition | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 13915 | 20 | 6350000.0 | 52.0 | 2018-02-06 | 2 | 3.00 | 6 | 2.0 | 2 | NaN | False | False | 9.0 | NaN | Санкт-Петербург | 32453.0 | 6521.0 | 0.0 | NaN | 1.0 | 1012.0 | 91.0 |
| 21758 | 0 | 2330000.0 | 23.0 | 2018-01-01 | 0 | 2.65 | 24 | 2.0 | 22 | NaN | True | False | NaN | NaN | посёлок Мурино | NaN | NaN | NaN | NaN | NaN | NaN | 66.0 |
Природа такого явления не понятна, оставим как есть, чтобы сохранить данные
data[['total_area', 'living_area']].head(20)
| total_area | living_area | |
|---|---|---|
| 0 | 108.00 | 51.00 |
| 1 | 40.40 | 18.60 |
| 2 | 56.00 | 34.30 |
| 3 | 159.00 | NaN |
| 4 | 100.00 | 32.00 |
| 5 | 30.40 | 14.40 |
| 6 | 37.30 | 10.60 |
| 7 | 71.60 | NaN |
| 8 | 33.16 | 15.43 |
| 9 | 61.00 | 43.60 |
| 10 | 39.60 | 20.30 |
| 11 | 44.00 | 31.00 |
| 12 | 54.00 | 30.00 |
| 13 | 42.80 | 27.00 |
| 14 | 36.00 | 17.00 |
| 15 | 39.00 | 20.50 |
| 16 | 82.00 | 55.60 |
| 17 | 36.00 | 16.50 |
| 18 | 31.00 | 19.40 |
| 19 | 121.00 | 76.00 |
Жилая площадь — это сумма площадей жилых комнат в квартире. К ним относятся спальня, гостиная, детская, кабинет. По этой причине думаю заменить пропуски половиной от общей площади квартиры.
# Заменяем пропуски в 'living_area' используя lambda-функцию
data['living_area'] = data['living_area'].fillna(data['total_area'].map(lambda x: x / 2))
# Проверим замену в датафрейме
data[['total_area', 'living_area']].head(20)
| total_area | living_area | |
|---|---|---|
| 0 | 108.00 | 51.00 |
| 1 | 40.40 | 18.60 |
| 2 | 56.00 | 34.30 |
| 3 | 159.00 | 79.50 |
| 4 | 100.00 | 32.00 |
| 5 | 30.40 | 14.40 |
| 6 | 37.30 | 10.60 |
| 7 | 71.60 | 35.80 |
| 8 | 33.16 | 15.43 |
| 9 | 61.00 | 43.60 |
| 10 | 39.60 | 20.30 |
| 11 | 44.00 | 31.00 |
| 12 | 54.00 | 30.00 |
| 13 | 42.80 | 27.00 |
| 14 | 36.00 | 17.00 |
| 15 | 39.00 | 20.50 |
| 16 | 82.00 | 55.60 |
| 17 | 36.00 | 16.50 |
| 18 | 31.00 | 19.40 |
| 19 | 121.00 | 76.00 |
Обработаем is_apartment и kitchen_area
В столбце is_aparment 20890 пропусков и он булевой тип. Есть предположение, что люди могли просто не заполнить данный столбец, если квартира не студия. Заполнение пропусков в столбце буду выполнять отталкиваясь от столбца kitchen_area, если kitchen_area = NaN, то is_aparment = True, иное is_aparment = False. Такая замена предполагает, что пропуски в столбце is_aparment можно заменить по данным кухни, так как в студии кухня совмещена с жилой комнатой.
# Заполнение пропусков в is_apartment на основе kitchen_area
data.loc[data['kitchen_area'].isna(), 'is_apartment'] = True
data.loc[data['kitchen_area'].notna(), 'is_apartment'] = False
data['is_apartment'].head(20)
| is_apartment | |
|---|---|
| 0 | False |
| 1 | False |
| 2 | False |
| 3 | True |
| 4 | False |
| 5 | False |
| 6 | False |
| 7 | False |
| 8 | False |
| 9 | False |
| 10 | False |
| 11 | False |
| 12 | False |
| 13 | False |
| 14 | False |
| 15 | False |
| 16 | False |
| 17 | False |
| 18 | False |
| 19 | False |
# Заменим тип данных в столбце на bool
data['is_apartment'] = data['is_apartment'].astype('bool')
Заменим пропуски в столбце kitchen_area
# Для замены пропусков вычислим средний коэффициент отношения площади кухни к общей площади
kitchen_area_coeff = (data['kitchen_area'] / data['total_area']).mean()
# Заполняем пропуски в 'kitchen_area' на основе среднего коэффициента
data['kitchen_area'] = data['kitchen_area'].fillna(kitchen_area_coeff * data['total_area'])
data.info()
<class 'pandas.core.frame.DataFrame'> Index: 23613 entries, 0 to 23698 Data columns (total 22 columns): # Column Non-Null Count Dtype --- ------ -------------- ----- 0 total_images 23613 non-null int64 1 last_price 23613 non-null float64 2 total_area 23613 non-null float64 3 first_day_exposition 23613 non-null datetime64[ns] 4 rooms 23613 non-null int64 5 ceiling_height 23613 non-null float64 6 floors_total 23613 non-null int64 7 living_area 23613 non-null float64 8 floor 23613 non-null int64 9 is_apartment 23613 non-null bool 10 studio 23613 non-null bool 11 open_plan 23613 non-null bool 12 kitchen_area 23613 non-null float64 13 balcony 12133 non-null float64 14 locality_name 23565 non-null object 15 airports_nearest 18081 non-null float64 16 city_centers_nearest 18104 non-null float64 17 parks_around3000 18105 non-null float64 18 parks_nearest 8045 non-null float64 19 ponds_around3000 18105 non-null float64 20 ponds_nearest 9061 non-null float64 21 days_exposition 20441 non-null float64 dtypes: bool(3), datetime64[ns](1), float64(13), int64(4), object(1) memory usage: 3.7+ MB
Расмотрим столбец balcony
Количество пропусков в столбце - 11519. Есть предположение, что количество пропусков зависит от наличия балкона, если он отсутствует значит люди не заполняли данный столбец.
# Осуществляем замену пропусков 0
data['balcony'] = data['balcony'].fillna(0)
data['balcony'].isna().sum()
np.int64(0)
data.isna().sum()
| 0 | |
|---|---|
| total_images | 0 |
| last_price | 0 |
| total_area | 0 |
| first_day_exposition | 0 |
| rooms | 0 |
| ceiling_height | 0 |
| floors_total | 0 |
| living_area | 0 |
| floor | 0 |
| is_apartment | 0 |
| studio | 0 |
| open_plan | 0 |
| kitchen_area | 0 |
| balcony | 0 |
| locality_name | 48 |
| airports_nearest | 5532 |
| city_centers_nearest | 5509 |
| parks_around3000 | 5508 |
| parks_nearest | 15568 |
| ponds_around3000 | 5508 |
| ponds_nearest | 14552 |
| days_exposition | 3172 |
Обработаем столбец locality_name
Столбец имеет - 49 пропусков. Оставим все как есть
# Обработаем неявные дубликаты в столбце
data['locality_name'].sort_values().unique()
array(['Бокситогорск', 'Волосово', 'Волхов', 'Всеволожск', 'Выборг',
'Высоцк', 'Гатчина', 'Зеленогорск', 'Ивангород', 'Каменногорск',
'Кингисепп', 'Кириши', 'Кировск', 'Колпино', 'Коммунар',
'Красное Село', 'Кронштадт', 'Кудрово', 'Лодейное Поле',
'Ломоносов', 'Луга', 'Любань', 'Мурино', 'Никольское',
'Новая Ладога', 'Отрадное', 'Павловск', 'Петергоф', 'Пикалёво',
'Подпорожье', 'Приморск', 'Приозерск', 'Пушкин', 'Санкт-Петербург',
'Светогорск', 'Сертолово', 'Сестрорецк', 'Сланцы', 'Сосновый Бор',
'Сясьстрой', 'Тихвин', 'Тосно', 'Шлиссельбург',
'городской поселок Большая Ижора', 'городской поселок Янино-1',
'городской посёлок Будогощь', 'городской посёлок Виллози',
'городской посёлок Лесогорский', 'городской посёлок Мга',
'городской посёлок Назия', 'городской посёлок Новоселье',
'городской посёлок Павлово', 'городской посёлок Рощино',
'городской посёлок Свирьстрой', 'городской посёлок Советский',
'городской посёлок Фёдоровское', 'городской посёлок Янино-1',
'деревня Агалатово', 'деревня Аро', 'деревня Батово',
'деревня Бегуницы', 'деревня Белогорка', 'деревня Большая Вруда',
'деревня Большая Пустомержа', 'деревня Большие Колпаны',
'деревня Большое Рейзино', 'деревня Большой Сабск', 'деревня Бор',
'деревня Борисова Грива', 'деревня Ваганово', 'деревня Вартемяги',
'деревня Вахнова Кара', 'деревня Выскатка', 'деревня Гарболово',
'деревня Глинка', 'деревня Горбунки', 'деревня Гостилицы',
'деревня Заклинье', 'деревня Заневка', 'деревня Зимитицы',
'деревня Извара', 'деревня Иссад', 'деревня Калитино',
'деревня Кальтино', 'деревня Камышовка', 'деревня Каськово',
'деревня Келози', 'деревня Кипень', 'деревня Кисельня',
'деревня Колтуши', 'деревня Коркино', 'деревня Котлы',
'деревня Кривко', 'деревня Кудрово', 'деревня Кузьмолово',
'деревня Курковицы', 'деревня Куровицы', 'деревня Куттузи',
'деревня Лаврики', 'деревня Лаголово', 'деревня Лампово',
'деревня Лесколово', 'деревня Лопухинка', 'деревня Лупполово',
'деревня Малая Романовка', 'деревня Малое Верево',
'деревня Малое Карлино', 'деревня Малые Колпаны',
'деревня Мануйлово', 'деревня Меньково', 'деревня Мины',
'деревня Мистолово', 'деревня Ненимяки', 'деревня Нижние Осельки',
'деревня Нижняя', 'деревня Низино', 'деревня Новое Девяткино',
'деревня Новолисино', 'деревня Нурма', 'деревня Оржицы',
'деревня Парицы', 'деревня Пельгора', 'деревня Пеники',
'деревня Пижма', 'деревня Пикколово', 'деревня Пудомяги',
'деревня Пустынка', 'деревня Пчева', 'деревня Рабитицы',
'деревня Разбегаево', 'деревня Раздолье', 'деревня Разметелево',
'деревня Рапполово', 'деревня Реброво', 'деревня Русско',
'деревня Сижно', 'деревня Снегирёвка', 'деревня Старая',
'деревня Старая Пустошь', 'деревня Старое Хинколово',
'деревня Старополье', 'деревня Старосиверская',
'деревня Старые Бегуницы', 'деревня Суоранда',
'деревня Сяськелево', 'деревня Тарасово', 'деревня Терпилицы',
'деревня Тихковицы', 'деревня Тойворово', 'деревня Торосово',
'деревня Торошковичи', 'деревня Трубников Бор',
'деревня Фалилеево', 'деревня Фёдоровское', 'деревня Хапо-Ое',
'деревня Хязельки', 'деревня Чудской Бор', 'деревня Шпаньково',
'деревня Щеглово', 'деревня Юкки', 'деревня Ялгино',
'деревня Яльгелево', 'деревня Ям-Тесово',
'коттеджный поселок Кивеннапа Север', 'коттеджный поселок Счастье',
'коттеджный посёлок Лесное', 'поселок Аннино', 'поселок Барышево',
'поселок Бугры', 'поселок Возрождение', 'поселок Войсковицы',
'поселок Володарское', 'поселок Гаврилово', 'поселок Гарболово',
'поселок Гладкое', 'поселок Глажево', 'поселок Глебычево',
'поселок Гончарово', 'поселок Громово', 'поселок Дружноселье',
'поселок Елизаветино', 'поселок Жилгородок', 'поселок Жилпосёлок',
'поселок Житково', 'поселок Заводской', 'поселок Запорожское',
'поселок Зимитицы', 'поселок Ильичёво', 'поселок Калитино',
'поселок Каложицы', 'поселок Кингисеппский', 'поселок Кирпичное',
'поселок Кобралово', 'поселок Кобринское', 'поселок Коммунары',
'поселок Коробицыно', 'поселок Котельский',
'поселок Красная Долина', 'поселок Красносельское',
'поселок Лесное', 'поселок Лисий Нос', 'поселок Лукаши',
'поселок Любань', 'поселок Мельниково', 'поселок Мичуринское',
'поселок Молодцово', 'поселок Мурино', 'поселок Новый Свет',
'поселок Новый Учхоз', 'поселок Оредеж',
'поселок Пансионат Зелёный Бор', 'поселок Первомайское',
'поселок Перово', 'поселок Петровское', 'поселок Победа',
'поселок Поляны', 'поселок Почап', 'поселок Починок',
'поселок Пушное', 'поселок Пчевжа', 'поселок Рабитицы',
'поселок Романовка', 'поселок Ромашки', 'поселок Рябово',
'поселок Севастьяново', 'поселок Селезнёво', 'поселок Сельцо',
'поселок Семиозерье', 'поселок Семрино', 'поселок Серебрянский',
'поселок Совхозный', 'поселок Старая Малукса',
'поселок Стеклянный', 'поселок Сумино', 'поселок Суходолье',
'поселок Тельмана', 'поселок Терволово', 'поселок Торковичи',
'поселок Тёсово-4', 'поселок Углово', 'поселок Усть-Луга',
'поселок Ушаки', 'поселок Цвелодубово', 'поселок Цвылёво',
'поселок городского типа Большая Ижора',
'поселок городского типа Вырица',
'поселок городского типа Дружная Горка',
'поселок городского типа Дубровка',
'поселок городского типа Ефимовский',
'поселок городского типа Кондратьево',
'поселок городского типа Красный Бор',
'поселок городского типа Кузьмоловский',
'поселок городского типа Лебяжье',
'поселок городского типа Лесогорский',
'поселок городского типа Назия',
'поселок городского типа Никольский',
'поселок городского типа Приладожский',
'поселок городского типа Рахья', 'поселок городского типа Рощино',
'поселок городского типа Рябово',
'поселок городского типа Синявино',
'поселок городского типа Советский',
'поселок городского типа Токсово',
'поселок городского типа Форносово',
'поселок городского типа имени Свердлова',
'поселок станции Вещево', 'поселок станции Корнево',
'поселок станции Лужайка', 'поселок станции Приветнинское',
'посёлок Александровская', 'посёлок Алексеевка', 'посёлок Аннино',
'посёлок Белоостров', 'посёлок Бугры', 'посёлок Возрождение',
'посёлок Войскорово', 'посёлок Высокоключевой',
'посёлок Гаврилово', 'посёлок Дзержинского', 'посёлок Жилгородок',
'посёлок Ильичёво', 'посёлок Кикерино', 'посёлок Кобралово',
'посёлок Коробицыно', 'посёлок Левашово', 'посёлок Ленинское',
'посёлок Лисий Нос', 'посёлок Мельниково', 'посёлок Металлострой',
'посёлок Мичуринское', 'посёлок Молодёжное', 'посёлок Мурино',
'посёлок Мыза-Ивановка', 'посёлок Новогорелово',
'посёлок Новый Свет', 'посёлок Пансионат Зелёный Бор',
'посёлок Парголово', 'посёлок Перово', 'посёлок Песочный',
'посёлок Петро-Славянка', 'посёлок Петровское',
'посёлок Платформа 69-й километр', 'посёлок Плодовое',
'посёлок Плоское', 'посёлок Победа', 'посёлок Поляны',
'посёлок Понтонный', 'посёлок Пригородный', 'посёлок Пудость',
'посёлок Репино', 'посёлок Ропша', 'посёлок Сапёрное',
'посёлок Сапёрный', 'посёлок Сосново', 'посёлок Старая Малукса',
'посёлок Стеклянный', 'посёлок Стрельна', 'посёлок Суйда',
'посёлок Сумино', 'посёлок Тельмана', 'посёлок Терволово',
'посёлок Торфяное', 'посёлок Усть-Ижора', 'посёлок Усть-Луга',
'посёлок Форт Красная Горка', 'посёлок Шугозеро', 'посёлок Шушары',
'посёлок Щеглово', 'посёлок городского типа Важины',
'посёлок городского типа Вознесенье',
'посёлок городского типа Вырица',
'посёлок городского типа Красный Бор',
'посёлок городского типа Кузнечное',
'посёлок городского типа Кузьмоловский',
'посёлок городского типа Лебяжье', 'посёлок городского типа Мга',
'посёлок городского типа Павлово',
'посёлок городского типа Рощино', 'посёлок городского типа Рябово',
'посёлок городского типа Сиверский',
'посёлок городского типа Тайцы', 'посёлок городского типа Токсово',
'посёлок городского типа Ульяновка',
'посёлок городского типа Форносово',
'посёлок городского типа имени Морозова',
'посёлок городского типа имени Свердлова',
'посёлок при железнодорожной станции Вещево',
'посёлок при железнодорожной станции Приветнинское',
'посёлок станции Громово', 'посёлок станции Свирь',
'садоводческое некоммерческое товарищество Лесная Поляна',
'садовое товарищество Новая Ропша',
'садовое товарищество Приладожский', 'садовое товарищество Рахья',
'садовое товарищество Садко', 'село Копорье', 'село Никольское',
'село Павлово', 'село Паша', 'село Путилово', 'село Рождествено',
'село Русско-Высоцкое', 'село Старая Ладога', 'село Шум', nan],
dtype=object)
data['locality_name'] = (data['locality_name'].str
.replace('ё', 'е')
.replace(['поселок городского типа ', 'городской поселок '], 'поселок ', regex=True))
data['locality_name'].sort_values().unique()
array(['Бокситогорск', 'Волосово', 'Волхов', 'Всеволожск', 'Выборг',
'Высоцк', 'Гатчина', 'Зеленогорск', 'Ивангород', 'Каменногорск',
'Кингисепп', 'Кириши', 'Кировск', 'Колпино', 'Коммунар',
'Красное Село', 'Кронштадт', 'Кудрово', 'Лодейное Поле',
'Ломоносов', 'Луга', 'Любань', 'Мурино', 'Никольское',
'Новая Ладога', 'Отрадное', 'Павловск', 'Петергоф', 'Пикалево',
'Подпорожье', 'Приморск', 'Приозерск', 'Пушкин', 'Санкт-Петербург',
'Светогорск', 'Сертолово', 'Сестрорецк', 'Сланцы', 'Сосновый Бор',
'Сясьстрой', 'Тихвин', 'Тосно', 'Шлиссельбург',
'деревня Агалатово', 'деревня Аро', 'деревня Батово',
'деревня Бегуницы', 'деревня Белогорка', 'деревня Большая Вруда',
'деревня Большая Пустомержа', 'деревня Большие Колпаны',
'деревня Большое Рейзино', 'деревня Большой Сабск', 'деревня Бор',
'деревня Борисова Грива', 'деревня Ваганово', 'деревня Вартемяги',
'деревня Вахнова Кара', 'деревня Выскатка', 'деревня Гарболово',
'деревня Глинка', 'деревня Горбунки', 'деревня Гостилицы',
'деревня Заклинье', 'деревня Заневка', 'деревня Зимитицы',
'деревня Извара', 'деревня Иссад', 'деревня Калитино',
'деревня Кальтино', 'деревня Камышовка', 'деревня Каськово',
'деревня Келози', 'деревня Кипень', 'деревня Кисельня',
'деревня Колтуши', 'деревня Коркино', 'деревня Котлы',
'деревня Кривко', 'деревня Кудрово', 'деревня Кузьмолово',
'деревня Курковицы', 'деревня Куровицы', 'деревня Куттузи',
'деревня Лаврики', 'деревня Лаголово', 'деревня Лампово',
'деревня Лесколово', 'деревня Лопухинка', 'деревня Лупполово',
'деревня Малая Романовка', 'деревня Малое Верево',
'деревня Малое Карлино', 'деревня Малые Колпаны',
'деревня Мануйлово', 'деревня Меньково', 'деревня Мины',
'деревня Мистолово', 'деревня Ненимяки', 'деревня Нижние Осельки',
'деревня Нижняя', 'деревня Низино', 'деревня Новое Девяткино',
'деревня Новолисино', 'деревня Нурма', 'деревня Оржицы',
'деревня Парицы', 'деревня Пельгора', 'деревня Пеники',
'деревня Пижма', 'деревня Пикколово', 'деревня Пудомяги',
'деревня Пустынка', 'деревня Пчева', 'деревня Рабитицы',
'деревня Разбегаево', 'деревня Раздолье', 'деревня Разметелево',
'деревня Рапполово', 'деревня Реброво', 'деревня Русско',
'деревня Сижно', 'деревня Снегиревка', 'деревня Старая',
'деревня Старая Пустошь', 'деревня Старое Хинколово',
'деревня Старополье', 'деревня Старосиверская',
'деревня Старые Бегуницы', 'деревня Суоранда',
'деревня Сяськелево', 'деревня Тарасово', 'деревня Терпилицы',
'деревня Тихковицы', 'деревня Тойворово', 'деревня Торосово',
'деревня Торошковичи', 'деревня Трубников Бор',
'деревня Фалилеево', 'деревня Федоровское', 'деревня Хапо-Ое',
'деревня Хязельки', 'деревня Чудской Бор', 'деревня Шпаньково',
'деревня Щеглово', 'деревня Юкки', 'деревня Ялгино',
'деревня Яльгелево', 'деревня Ям-Тесово',
'коттеджный поселок Кивеннапа Север', 'коттеджный поселок Лесное',
'коттеджный поселок Счастье', 'поселок Александровская',
'поселок Алексеевка', 'поселок Аннино', 'поселок Барышево',
'поселок Белоостров', 'поселок Большая Ижора', 'поселок Бугры',
'поселок Будогощь', 'поселок Важины', 'поселок Виллози',
'поселок Вознесенье', 'поселок Возрождение', 'поселок Войсковицы',
'поселок Войскорово', 'поселок Володарское', 'поселок Вырица',
'поселок Высокоключевой', 'поселок Гаврилово', 'поселок Гарболово',
'поселок Гладкое', 'поселок Глажево', 'поселок Глебычево',
'поселок Гончарово', 'поселок Громово', 'поселок Дзержинского',
'поселок Дружная Горка', 'поселок Дружноселье', 'поселок Дубровка',
'поселок Елизаветино', 'поселок Ефимовский', 'поселок Жилгородок',
'поселок Жилпоселок', 'поселок Житково', 'поселок Заводской',
'поселок Запорожское', 'поселок Зимитицы', 'поселок Ильичево',
'поселок Калитино', 'поселок Каложицы', 'поселок Кикерино',
'поселок Кингисеппский', 'поселок Кирпичное', 'поселок Кобралово',
'поселок Кобринское', 'поселок Коммунары', 'поселок Кондратьево',
'поселок Коробицыно', 'поселок Котельский',
'поселок Красная Долина', 'поселок Красносельское',
'поселок Красный Бор', 'поселок Кузнечное',
'поселок Кузьмоловский', 'поселок Лебяжье', 'поселок Левашово',
'поселок Ленинское', 'поселок Лесное', 'поселок Лесогорский',
'поселок Лисий Нос', 'поселок Лукаши', 'поселок Любань',
'поселок Мга', 'поселок Мельниково', 'поселок Металлострой',
'поселок Мичуринское', 'поселок Молодежное', 'поселок Молодцово',
'поселок Мурино', 'поселок Мыза-Ивановка', 'поселок Назия',
'поселок Никольский', 'поселок Новогорелово', 'поселок Новоселье',
'поселок Новый Свет', 'поселок Новый Учхоз', 'поселок Оредеж',
'поселок Павлово', 'поселок Пансионат Зеленый Бор',
'поселок Парголово', 'поселок Первомайское', 'поселок Перово',
'поселок Песочный', 'поселок Петро-Славянка', 'поселок Петровское',
'поселок Платформа 69-й километр', 'поселок Плодовое',
'поселок Плоское', 'поселок Победа', 'поселок Поляны',
'поселок Понтонный', 'поселок Почап', 'поселок Починок',
'поселок Пригородный', 'поселок Приладожский', 'поселок Пудость',
'поселок Пушное', 'поселок Пчевжа', 'поселок Рабитицы',
'поселок Рахья', 'поселок Репино', 'поселок Романовка',
'поселок Ромашки', 'поселок Ропша', 'поселок Рощино',
'поселок Рябово', 'поселок Саперное', 'поселок Саперный',
'поселок Свирьстрой', 'поселок Севастьяново', 'поселок Селезнево',
'поселок Сельцо', 'поселок Семиозерье', 'поселок Семрино',
'поселок Серебрянский', 'поселок Сиверский', 'поселок Синявино',
'поселок Советский', 'поселок Совхозный', 'поселок Сосново',
'поселок Старая Малукса', 'поселок Стеклянный', 'поселок Стрельна',
'поселок Суйда', 'поселок Сумино', 'поселок Суходолье',
'поселок Тайцы', 'поселок Тельмана', 'поселок Терволово',
'поселок Тесово-4', 'поселок Токсово', 'поселок Торковичи',
'поселок Торфяное', 'поселок Углово', 'поселок Ульяновка',
'поселок Усть-Ижора', 'поселок Усть-Луга', 'поселок Ушаки',
'поселок Федоровское', 'поселок Форносово',
'поселок Форт Красная Горка', 'поселок Цвелодубово',
'поселок Цвылево', 'поселок Шугозеро', 'поселок Шушары',
'поселок Щеглово', 'поселок Янино-1', 'поселок имени Морозова',
'поселок имени Свердлова',
'поселок при железнодорожной станции Вещево',
'поселок при железнодорожной станции Приветнинское',
'поселок станции Вещево', 'поселок станции Громово',
'поселок станции Корнево', 'поселок станции Лужайка',
'поселок станции Приветнинское', 'поселок станции Свирь',
'садоводческое некоммерческое товарищество Лесная Поляна',
'садовое товарищество Новая Ропша',
'садовое товарищество Приладожский', 'садовое товарищество Рахья',
'садовое товарищество Садко', 'село Копорье', 'село Никольское',
'село Павлово', 'село Паша', 'село Путилово', 'село Рождествено',
'село Русско-Высоцкое', 'село Старая Ладога', 'село Шум', nan],
dtype=object)
Обработка 'city_centers_nearest', 'parks_around3000', 'parks_nearest', 'ponds_around3000', 'ponds_nearest', 'days_exposition' нецелесообразна из за возможности сильно исказить данные при заполнении пропусков
Проверка на наличие дубликатов
# Проверку осуществим методом duplicated
data.duplicated().sum()
np.int64(0)
Добавление новыех столбцов¶
# Добавление цены квадратного метра
data['square_meter_price'] = data['last_price']/data['total_area'].round(decimals=2) # Параметр decimals отвечает за округление
# Определим день публикации объявления
data['week_day'] = data['first_day_exposition'].dt.weekday
# Определим месяц публикации объявления
data['month'] = data['first_day_exposition'].dt.month
# Определим год публикации объявления
data['year'] = data['first_day_exposition'].dt.year
# Выведем результат добавления на экран
display(data[['first_day_exposition','week_day', 'month', 'year']].head(10))
| first_day_exposition | week_day | month | year | |
|---|---|---|---|---|
| 0 | 2019-03-07 | 3 | 3 | 2019 |
| 1 | 2018-12-04 | 1 | 12 | 2018 |
| 2 | 2015-08-20 | 3 | 8 | 2015 |
| 3 | 2015-07-24 | 4 | 7 | 2015 |
| 4 | 2018-06-19 | 1 | 6 | 2018 |
| 5 | 2018-09-10 | 0 | 9 | 2018 |
| 6 | 2017-11-02 | 3 | 11 | 2017 |
| 7 | 2019-04-18 | 3 | 4 | 2019 |
| 8 | 2018-05-23 | 2 | 5 | 2018 |
| 9 | 2017-02-26 | 6 | 2 | 2017 |
Добавление типа этажа квартиры (значения — «первый», «последний», «другой»)
def floor_category(row):
if row['floor'] == 1:
return 'первый'
elif row['floor'] == row['floors_total']:
return 'последний'
else:
return 'другой'
data['floor_category'] = data.apply(floor_category, axis=1)
data[['floors_total', 'floor', 'floor_category']].head(15)
| floors_total | floor | floor_category | |
|---|---|---|---|
| 0 | 16 | 8 | другой |
| 1 | 11 | 1 | первый |
| 2 | 5 | 4 | другой |
| 3 | 14 | 9 | другой |
| 4 | 14 | 13 | другой |
| 5 | 12 | 5 | другой |
| 6 | 26 | 6 | другой |
| 7 | 24 | 22 | другой |
| 8 | 27 | 26 | другой |
| 9 | 9 | 7 | другой |
| 10 | 12 | 3 | другой |
| 11 | 5 | 4 | другой |
| 12 | 5 | 5 | последний |
| 13 | 5 | 5 | последний |
| 14 | 6 | 1 | первый |
Добавление расстояния до центра города в километрах
data['city_centers_nearest_km'] = (data['city_centers_nearest'] / 1000).round(0)
data[['city_centers_nearest', 'city_centers_nearest_km']].head(10)
| city_centers_nearest | city_centers_nearest_km | |
|---|---|---|
| 0 | 16028.0 | 16.0 |
| 1 | 18603.0 | 19.0 |
| 2 | 13933.0 | 14.0 |
| 3 | 6800.0 | 7.0 |
| 4 | 8098.0 | 8.0 |
| 5 | NaN | NaN |
| 6 | 19143.0 | 19.0 |
| 7 | 11634.0 | 12.0 |
| 8 | NaN | NaN |
| 9 | 15008.0 | 15.0 |
Исследовательский анализ данных¶
Выполним базовую проверку данных, ответим на вопросы:
- Сколько всего объявлений?
- Какие населенные пункты встречаются в базе данных?
- Какая временная выборка в базе данных?
- Какая средняя стоимость объекта недвижимости в населенном пункте?
- В каком населенном пункте больше всего объявлений?
# Сколько всего объявлений?
data.shape[0]
23613
# Какие насеянные пункты встречаются в датафрейме можно определить методом unique()
data['locality_name'].sort_values().unique()
array(['Бокситогорск', 'Волосово', 'Волхов', 'Всеволожск', 'Выборг',
'Высоцк', 'Гатчина', 'Зеленогорск', 'Ивангород', 'Каменногорск',
'Кингисепп', 'Кириши', 'Кировск', 'Колпино', 'Коммунар',
'Красное Село', 'Кронштадт', 'Кудрово', 'Лодейное Поле',
'Ломоносов', 'Луга', 'Любань', 'Мурино', 'Никольское',
'Новая Ладога', 'Отрадное', 'Павловск', 'Петергоф', 'Пикалево',
'Подпорожье', 'Приморск', 'Приозерск', 'Пушкин', 'Санкт-Петербург',
'Светогорск', 'Сертолово', 'Сестрорецк', 'Сланцы', 'Сосновый Бор',
'Сясьстрой', 'Тихвин', 'Тосно', 'Шлиссельбург',
'деревня Агалатово', 'деревня Аро', 'деревня Батово',
'деревня Бегуницы', 'деревня Белогорка', 'деревня Большая Вруда',
'деревня Большая Пустомержа', 'деревня Большие Колпаны',
'деревня Большое Рейзино', 'деревня Большой Сабск', 'деревня Бор',
'деревня Борисова Грива', 'деревня Ваганово', 'деревня Вартемяги',
'деревня Вахнова Кара', 'деревня Выскатка', 'деревня Гарболово',
'деревня Глинка', 'деревня Горбунки', 'деревня Гостилицы',
'деревня Заклинье', 'деревня Заневка', 'деревня Зимитицы',
'деревня Извара', 'деревня Иссад', 'деревня Калитино',
'деревня Кальтино', 'деревня Камышовка', 'деревня Каськово',
'деревня Келози', 'деревня Кипень', 'деревня Кисельня',
'деревня Колтуши', 'деревня Коркино', 'деревня Котлы',
'деревня Кривко', 'деревня Кудрово', 'деревня Кузьмолово',
'деревня Курковицы', 'деревня Куровицы', 'деревня Куттузи',
'деревня Лаврики', 'деревня Лаголово', 'деревня Лампово',
'деревня Лесколово', 'деревня Лопухинка', 'деревня Лупполово',
'деревня Малая Романовка', 'деревня Малое Верево',
'деревня Малое Карлино', 'деревня Малые Колпаны',
'деревня Мануйлово', 'деревня Меньково', 'деревня Мины',
'деревня Мистолово', 'деревня Ненимяки', 'деревня Нижние Осельки',
'деревня Нижняя', 'деревня Низино', 'деревня Новое Девяткино',
'деревня Новолисино', 'деревня Нурма', 'деревня Оржицы',
'деревня Парицы', 'деревня Пельгора', 'деревня Пеники',
'деревня Пижма', 'деревня Пикколово', 'деревня Пудомяги',
'деревня Пустынка', 'деревня Пчева', 'деревня Рабитицы',
'деревня Разбегаево', 'деревня Раздолье', 'деревня Разметелево',
'деревня Рапполово', 'деревня Реброво', 'деревня Русско',
'деревня Сижно', 'деревня Снегиревка', 'деревня Старая',
'деревня Старая Пустошь', 'деревня Старое Хинколово',
'деревня Старополье', 'деревня Старосиверская',
'деревня Старые Бегуницы', 'деревня Суоранда',
'деревня Сяськелево', 'деревня Тарасово', 'деревня Терпилицы',
'деревня Тихковицы', 'деревня Тойворово', 'деревня Торосово',
'деревня Торошковичи', 'деревня Трубников Бор',
'деревня Фалилеево', 'деревня Федоровское', 'деревня Хапо-Ое',
'деревня Хязельки', 'деревня Чудской Бор', 'деревня Шпаньково',
'деревня Щеглово', 'деревня Юкки', 'деревня Ялгино',
'деревня Яльгелево', 'деревня Ям-Тесово',
'коттеджный поселок Кивеннапа Север', 'коттеджный поселок Лесное',
'коттеджный поселок Счастье', 'поселок Александровская',
'поселок Алексеевка', 'поселок Аннино', 'поселок Барышево',
'поселок Белоостров', 'поселок Большая Ижора', 'поселок Бугры',
'поселок Будогощь', 'поселок Важины', 'поселок Виллози',
'поселок Вознесенье', 'поселок Возрождение', 'поселок Войсковицы',
'поселок Войскорово', 'поселок Володарское', 'поселок Вырица',
'поселок Высокоключевой', 'поселок Гаврилово', 'поселок Гарболово',
'поселок Гладкое', 'поселок Глажево', 'поселок Глебычево',
'поселок Гончарово', 'поселок Громово', 'поселок Дзержинского',
'поселок Дружная Горка', 'поселок Дружноселье', 'поселок Дубровка',
'поселок Елизаветино', 'поселок Ефимовский', 'поселок Жилгородок',
'поселок Жилпоселок', 'поселок Житково', 'поселок Заводской',
'поселок Запорожское', 'поселок Зимитицы', 'поселок Ильичево',
'поселок Калитино', 'поселок Каложицы', 'поселок Кикерино',
'поселок Кингисеппский', 'поселок Кирпичное', 'поселок Кобралово',
'поселок Кобринское', 'поселок Коммунары', 'поселок Кондратьево',
'поселок Коробицыно', 'поселок Котельский',
'поселок Красная Долина', 'поселок Красносельское',
'поселок Красный Бор', 'поселок Кузнечное',
'поселок Кузьмоловский', 'поселок Лебяжье', 'поселок Левашово',
'поселок Ленинское', 'поселок Лесное', 'поселок Лесогорский',
'поселок Лисий Нос', 'поселок Лукаши', 'поселок Любань',
'поселок Мга', 'поселок Мельниково', 'поселок Металлострой',
'поселок Мичуринское', 'поселок Молодежное', 'поселок Молодцово',
'поселок Мурино', 'поселок Мыза-Ивановка', 'поселок Назия',
'поселок Никольский', 'поселок Новогорелово', 'поселок Новоселье',
'поселок Новый Свет', 'поселок Новый Учхоз', 'поселок Оредеж',
'поселок Павлово', 'поселок Пансионат Зеленый Бор',
'поселок Парголово', 'поселок Первомайское', 'поселок Перово',
'поселок Песочный', 'поселок Петро-Славянка', 'поселок Петровское',
'поселок Платформа 69-й километр', 'поселок Плодовое',
'поселок Плоское', 'поселок Победа', 'поселок Поляны',
'поселок Понтонный', 'поселок Почап', 'поселок Починок',
'поселок Пригородный', 'поселок Приладожский', 'поселок Пудость',
'поселок Пушное', 'поселок Пчевжа', 'поселок Рабитицы',
'поселок Рахья', 'поселок Репино', 'поселок Романовка',
'поселок Ромашки', 'поселок Ропша', 'поселок Рощино',
'поселок Рябово', 'поселок Саперное', 'поселок Саперный',
'поселок Свирьстрой', 'поселок Севастьяново', 'поселок Селезнево',
'поселок Сельцо', 'поселок Семиозерье', 'поселок Семрино',
'поселок Серебрянский', 'поселок Сиверский', 'поселок Синявино',
'поселок Советский', 'поселок Совхозный', 'поселок Сосново',
'поселок Старая Малукса', 'поселок Стеклянный', 'поселок Стрельна',
'поселок Суйда', 'поселок Сумино', 'поселок Суходолье',
'поселок Тайцы', 'поселок Тельмана', 'поселок Терволово',
'поселок Тесово-4', 'поселок Токсово', 'поселок Торковичи',
'поселок Торфяное', 'поселок Углово', 'поселок Ульяновка',
'поселок Усть-Ижора', 'поселок Усть-Луга', 'поселок Ушаки',
'поселок Федоровское', 'поселок Форносово',
'поселок Форт Красная Горка', 'поселок Цвелодубово',
'поселок Цвылево', 'поселок Шугозеро', 'поселок Шушары',
'поселок Щеглово', 'поселок Янино-1', 'поселок имени Морозова',
'поселок имени Свердлова',
'поселок при железнодорожной станции Вещево',
'поселок при железнодорожной станции Приветнинское',
'поселок станции Вещево', 'поселок станции Громово',
'поселок станции Корнево', 'поселок станции Лужайка',
'поселок станции Приветнинское', 'поселок станции Свирь',
'садоводческое некоммерческое товарищество Лесная Поляна',
'садовое товарищество Новая Ропша',
'садовое товарищество Приладожский', 'садовое товарищество Рахья',
'садовое товарищество Садко', 'село Копорье', 'село Никольское',
'село Павлово', 'село Паша', 'село Путилово', 'село Рождествено',
'село Русско-Высоцкое', 'село Старая Ладога', 'село Шум', nan],
dtype=object)
# Какая временная выборка в базе данных?
print(f"Диапазон дат: от {data['first_day_exposition'].min()} до {data['first_day_exposition'].max()}")
Диапазон дат: от 2014-11-27 00:00:00 до 2019-05-03 00:00:00
# Какая средняя стоимость объекта недвижимости в населенном пункте?
average_price = data.groupby('locality_name')['last_price'].mean().round(decimals=2)
average_price.head(40)
| last_price | |
|---|---|
| locality_name | |
| Бокситогорск | 846187.50 |
| Волосово | 1977777.78 |
| Волхов | 1739909.01 |
| Всеволожск | 3789067.75 |
| Выборг | 3250983.12 |
| Высоцк | 1810000.00 |
| Гатчина | 3488336.68 |
| Зеленогорск | 6288337.50 |
| Ивангород | 1486428.54 |
| Каменногорск | 1367692.31 |
| Кингисепп | 2461642.31 |
| Кириши | 1834624.00 |
| Кировск | 2749464.27 |
| Колпино | 3964021.44 |
| Коммунар | 2770921.35 |
| Красное Село | 3821852.27 |
| Кронштадт | 4132364.57 |
| Кудрово | 4566009.01 |
| Лодейное Поле | 1679000.00 |
| Ломоносов | 3662879.70 |
| Луга | 2156785.71 |
| Любань | 1677500.00 |
| Мурино | 4105287.35 |
| Никольское | 2363567.31 |
| Новая Ладога | 1978571.43 |
| Отрадное | 2837196.75 |
| Павловск | 4929710.53 |
| Петергоф | 4423840.80 |
| Пикалево | 1006666.67 |
| Подпорожье | 1420526.32 |
| Приморск | 2122500.00 |
| Приозерск | 1995075.76 |
| Пушкин | 6469035.95 |
| Санкт-Петербург | 8064895.30 |
| Светогорск | 1961818.18 |
| Сертолово | 3652432.39 |
| Сестрорецк | 6341722.08 |
| Сланцы | 873125.00 |
| Сосновый Бор | 3908129.20 |
| Сясьстрой | 1646250.00 |
# В каком населенном пункте больше всего объявлений?
print(data['locality_name'].value_counts().head(1))
locality_name Санкт-Петербург 15651 Name: count, dtype: int64
Изучим и опишем параметры:
- общая площадь;
- жилая площадь;
- площадь кухни;
- цена объекта;
- количество комнат;
- высота потолков;
- тип этажа квартиры («первый», «последний», «другой»);
- общее количество этажей в доме;
- расстояние до центра города в метрах;
- расстояние до ближайшего парка.
Общая площадь
# Общая площадь
data.plot(y='total_area', kind='hist', bins=100, figsize=(10, 5), grid=True, title='Общая площадь в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
data.plot(y='total_area', kind='hist', bins=100, range=(0, 200), figsize=(10, 5),
grid=True, title='Общая площадь в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
data['total_area'].describe()
| total_area | |
|---|---|
| count | 23613.000000 |
| mean | 60.340678 |
| std | 35.648988 |
| min | 12.000000 |
| 25% | 40.000000 |
| 50% | 52.000000 |
| 75% | 69.800000 |
| max | 900.000000 |
# Подсчет количества квартир с общей площадью 257 м²
count_total_area = data.query('total_area >= 257').shape[0]
print(f'Количество равно - {count_total_area}')
# Построим график, исключив из анализа строки, где общая площадь составляет 257 м² или больше.
data.query('total_area <= 257', inplace=True)
# Проверим замену
display(data['total_area'].describe().round())
data.plot(y='total_area', kind='hist', bins=50, figsize=(15, 5),
grid=True, title='Общая площадь в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
Количество равно - 99
| total_area | |
|---|---|
| count | 23515.0 |
| mean | 59.0 |
| std | 29.0 |
| min | 12.0 |
| 25% | 40.0 |
| 50% | 52.0 |
| 75% | 69.0 |
| max | 257.0 |
По полученным графикам можно сделать вывод, что самый большой показатель площади квартир находится в пределах от ~30 м² (скорее всего это студии) до ~45 м². Недвижимость с показателем значения больше 125 м² не такая популярная на площадке и идет на убывание.
Жилая площадь
# Жилая площадь
data.plot(y='living_area', kind='hist', bins=100, figsize=(15, 5), grid=True, title='Жилая площадь в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
data.plot(y='living_area', kind='hist', bins=100, range=(0, 200), figsize=(15, 5),
grid=True, title='Жилая площадь в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
data['living_area'].describe()
| living_area | |
|---|---|
| count | 23515.000000 |
| mean | 33.554271 |
| std | 18.936105 |
| min | 2.000000 |
| 25% | 18.800000 |
| 50% | 30.000000 |
| 75% | 42.000000 |
| max | 220.000000 |
# Подсчет количества квартир с жилой площадью 132 м²
count_living_area = data.query('living_area >= 132').shape[0]
print(f'Количество равно - {count_living_area}')
# Построим график, исключив из анализа строки, где жилая площадь составляет 140 м² или больше.
data.query('living_area <= 132', inplace=True)
# Проверим замену
display(data['living_area'].describe().round())
data.plot(y='living_area', kind='hist', bins=50, figsize=(15, 5),
grid=True, title='Жилая площадь в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
Количество равно - 96
| living_area | |
|---|---|
| count | 23420.0 |
| mean | 33.0 |
| std | 17.0 |
| min | 2.0 |
| 25% | 19.0 |
| 50% | 30.0 |
| 75% | 42.0 |
| max | 132.0 |
Наибольшая доля приходится на жилые помещения с площадью от 16 до 20 м². Затем наблюдается неожиданное снижение доли для помещений площадью от 22 примерно до 30 м². При этом разница между медианой и средним значением незначительна.
Площадь кухни
# Площадь кухни
data.plot(y='kitchen_area', kind='hist', bins=100, figsize=(10, 5), grid=True, title='Площадь кухни в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
data.plot(y='kitchen_area', kind='hist', bins=100, range=(0, 60), figsize=(10, 5),
grid=True, title='Площадь кухни в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
data['kitchen_area'].describe()
| kitchen_area | |
|---|---|
| count | 23420.000000 |
| mean | 10.383626 |
| std | 5.501995 |
| min | 1.300000 |
| 25% | 7.000000 |
| 50% | 9.000000 |
| 75% | 12.000000 |
| max | 107.000000 |
# Подсчет количества квартир с площадью кухни от 42 м²
count_kitchen_area = data.query('kitchen_area >= 42').shape[0]
print(f'Количество равно - {count_kitchen_area}')
# Построим график, исключив из анализа строки, где площадь кухни составляет 42 м² или больше.
data.query('kitchen_area <= 42', inplace=True)
# Проверим замену
display(data['kitchen_area'].describe().round())
data.plot(y='kitchen_area', kind='hist', bins=50, figsize=(15, 5),
grid=True, title='Площадь кухни в м²')
# Задание названия оси абсцисс
plt.xlabel('Quadrature')
# Показать график
plt.show()
Количество равно - 91
| kitchen_area | |
|---|---|
| count | 23331.0 |
| mean | 10.0 |
| std | 5.0 |
| min | 1.0 |
| 25% | 7.0 |
| 50% | 9.0 |
| 75% | 12.0 |
| max | 42.0 |
По показателям площади кухни можно сделать вывод, что самая популярная квадратура для кухни это от 6 до 11 м².
Цена объекта
# Цена объекта
data.plot(y='last_price', kind='hist', bins=100, figsize=(10, 5), grid=True, title='Цена объекта в ₽')
# Задание названия оси абсцисс
plt.xlabel('Price M.₽')
# Показать график
plt.show()
data.plot(y='last_price', kind='hist', bins=100, range=(0, 20000000), figsize=(10, 5),
grid=True, title='Цена объекта в ₽')
# Задание названия оси абсцисс
plt.xlabel('Price M.₽')
# Показать график
plt.show()
data['last_price'].describe().round()
| last_price | |
|---|---|
| count | 23331.0 |
| mean | 5986743.0 |
| std | 6182101.0 |
| min | 12190.0 |
| 25% | 3400000.0 |
| 50% | 4600000.0 |
| 75% | 6650000.0 |
| max | 330000000.0 |
pd.qcut(data['last_price'], q=12)
| last_price | |
|---|---|
| 0 | (11300000.0, 330000000.0] |
| 1 | (2980949.0, 3400000.0] |
| 2 | (5100000.0, 5750000.0] |
| 3 | (11300000.0, 330000000.0] |
| 4 | (8045000.0, 11300000.0] |
| 5 | (2300000.0, 2980949.0] |
| 6 | (3400000.0, 3800000.0] |
| 7 | (6650000.0, 8045000.0] |
| 8 | (2300000.0, 2980949.0] |
| 9 | (5100000.0, 5750000.0] |
| 10 | (4600000.0, 5100000.0] |
| 11 | (2980949.0, 3400000.0] |
| 12 | (3800000.0, 4200000.0] |
| 13 | (3400000.0, 3800000.0] |
| 14 | (4200000.0, 4600000.0] |
| 15 | (4600000.0, 5100000.0] |
| 16 | (6650000.0, 8045000.0] |
| 17 | (3800000.0, 4200000.0] |
| 18 | (2980949.0, 3400000.0] |
| 19 | (11300000.0, 330000000.0] |
| 20 | (5750000.0, 6650000.0] |
| 21 | (2980949.0, 3400000.0] |
| 22 | (4600000.0, 5100000.0] |
| 23 | (2300000.0, 2980949.0] |
| 24 | (5750000.0, 6650000.0] |
| 25 | (6650000.0, 8045000.0] |
| 26 | (3800000.0, 4200000.0] |
| 27 | (6650000.0, 8045000.0] |
| 28 | (3800000.0, 4200000.0] |
| 29 | (8045000.0, 11300000.0] |
| 30 | (12189.999, 2300000.0] |
| 31 | (6650000.0, 8045000.0] |
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| 954 | (3800000.0, 4200000.0] |
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| 957 | (11300000.0, 330000000.0] |
| 958 | (5750000.0, 6650000.0] |
| 959 | (3400000.0, 3800000.0] |
| 960 | (3800000.0, 4200000.0] |
| 961 | (8045000.0, 11300000.0] |
| 962 | (2980949.0, 3400000.0] |
| 963 | (8045000.0, 11300000.0] |
| 964 | (3800000.0, 4200000.0] |
| 965 | (4200000.0, 4600000.0] |
| 966 | (5750000.0, 6650000.0] |
| 967 | (5100000.0, 5750000.0] |
| 968 | (4600000.0, 5100000.0] |
| 969 | (5100000.0, 5750000.0] |
| 970 | (3400000.0, 3800000.0] |
| 971 | (6650000.0, 8045000.0] |
| 972 | (4600000.0, 5100000.0] |
| 973 | (4200000.0, 4600000.0] |
| 974 | (11300000.0, 330000000.0] |
| 975 | (11300000.0, 330000000.0] |
| 976 | (5750000.0, 6650000.0] |
| 977 | (11300000.0, 330000000.0] |
| 978 | (8045000.0, 11300000.0] |
| 979 | (12189.999, 2300000.0] |
| 980 | (4200000.0, 4600000.0] |
| 981 | (2300000.0, 2980949.0] |
| 982 | (3800000.0, 4200000.0] |
| 983 | (2980949.0, 3400000.0] |
| 984 | (3800000.0, 4200000.0] |
| 985 | (5750000.0, 6650000.0] |
| 986 | (12189.999, 2300000.0] |
| 987 | (6650000.0, 8045000.0] |
| 988 | (4600000.0, 5100000.0] |
| 989 | (4600000.0, 5100000.0] |
| 990 | (5750000.0, 6650000.0] |
| 991 | (3400000.0, 3800000.0] |
| 992 | (11300000.0, 330000000.0] |
| 993 | (4200000.0, 4600000.0] |
| 994 | (11300000.0, 330000000.0] |
| 995 | (8045000.0, 11300000.0] |
| 996 | (12189.999, 2300000.0] |
| 997 | (8045000.0, 11300000.0] |
| 998 | (12189.999, 2300000.0] |
| 999 | (3400000.0, 3800000.0] |
| 1000 | (2980949.0, 3400000.0] |
| 1001 | (2300000.0, 2980949.0] |
| 1002 | (3400000.0, 3800000.0] |
| 1003 | (8045000.0, 11300000.0] |
| 1004 | (3400000.0, 3800000.0] |
| 1005 | (2300000.0, 2980949.0] |
| 1006 | (6650000.0, 8045000.0] |
| 1007 | (5750000.0, 6650000.0] |
| 1008 | (2300000.0, 2980949.0] |
| 1009 | (12189.999, 2300000.0] |
| 1010 | (5750000.0, 6650000.0] |
| 1011 | (2300000.0, 2980949.0] |
| 1012 | (4600000.0, 5100000.0] |
| 1013 | (8045000.0, 11300000.0] |
| 1014 | (4200000.0, 4600000.0] |
| 1015 | (4200000.0, 4600000.0] |
| 1016 | (2980949.0, 3400000.0] |
| 1017 | (8045000.0, 11300000.0] |
| 1018 | (11300000.0, 330000000.0] |
| 1019 | (6650000.0, 8045000.0] |
| 1020 | (5750000.0, 6650000.0] |
| 1021 | (6650000.0, 8045000.0] |
| 1022 | (11300000.0, 330000000.0] |
| 1023 | (6650000.0, 8045000.0] |
| 1024 | (5100000.0, 5750000.0] |
| 1025 | (3400000.0, 3800000.0] |
| 1027 | (3400000.0, 3800000.0] |
| 1028 | (5750000.0, 6650000.0] |
| 1029 | (5750000.0, 6650000.0] |
| 1030 | (6650000.0, 8045000.0] |
| 1031 | (2980949.0, 3400000.0] |
| 1032 | (2980949.0, 3400000.0] |
| 1033 | (4600000.0, 5100000.0] |
| 1034 | (2980949.0, 3400000.0] |
| 1035 | (5750000.0, 6650000.0] |
| 1036 | (4600000.0, 5100000.0] |
| 1037 | (5750000.0, 6650000.0] |
| 1038 | (6650000.0, 8045000.0] |
| 1039 | (12189.999, 2300000.0] |
| 1040 | (3800000.0, 4200000.0] |
| 1041 | (4200000.0, 4600000.0] |
| 1042 | (2980949.0, 3400000.0] |
| 1043 | (8045000.0, 11300000.0] |
| 1044 | (4600000.0, 5100000.0] |
| 1045 | (2300000.0, 2980949.0] |
| 1046 | (3800000.0, 4200000.0] |
| 1047 | (5750000.0, 6650000.0] |
| 1048 | (4600000.0, 5100000.0] |
| 1049 | (5100000.0, 5750000.0] |
| 1050 | (5750000.0, 6650000.0] |
| 1051 | (6650000.0, 8045000.0] |
| 1052 | (5100000.0, 5750000.0] |
| 1053 | (12189.999, 2300000.0] |
| 1054 | (2300000.0, 2980949.0] |
| 1055 | (11300000.0, 330000000.0] |
| 1056 | (4600000.0, 5100000.0] |
| 1057 | (5750000.0, 6650000.0] |
| 1058 | (12189.999, 2300000.0] |
| 1059 | (8045000.0, 11300000.0] |
| 1060 | (5100000.0, 5750000.0] |
| 1061 | (5100000.0, 5750000.0] |
| 1062 | (5750000.0, 6650000.0] |
| 1063 | (4600000.0, 5100000.0] |
| 1064 | (3400000.0, 3800000.0] |
| 1065 | (6650000.0, 8045000.0] |
| 1066 | (3800000.0, 4200000.0] |
| 1067 | (11300000.0, 330000000.0] |
| 1068 | (4600000.0, 5100000.0] |
| 1069 | (3800000.0, 4200000.0] |
| 1070 | (3400000.0, 3800000.0] |
| 1071 | (11300000.0, 330000000.0] |
| 1072 | (8045000.0, 11300000.0] |
| 1073 | (3400000.0, 3800000.0] |
| 1074 | (4600000.0, 5100000.0] |
| 1075 | (6650000.0, 8045000.0] |
| 1076 | (3400000.0, 3800000.0] |
| 1077 | (8045000.0, 11300000.0] |
| 1078 | (5100000.0, 5750000.0] |
| 1079 | (8045000.0, 11300000.0] |
| 1080 | (3400000.0, 3800000.0] |
| 1081 | (5750000.0, 6650000.0] |
| 1082 | (4200000.0, 4600000.0] |
| 1083 | (3400000.0, 3800000.0] |
| 1084 | (11300000.0, 330000000.0] |
| 1086 | (5750000.0, 6650000.0] |
| 1087 | (8045000.0, 11300000.0] |
| 1088 | (3400000.0, 3800000.0] |
| 1089 | (4600000.0, 5100000.0] |
| 1090 | (3400000.0, 3800000.0] |
| 1091 | (8045000.0, 11300000.0] |
| 1092 | (3400000.0, 3800000.0] |
| 1093 | (5750000.0, 6650000.0] |
| 1094 | (8045000.0, 11300000.0] |
| 1095 | (5750000.0, 6650000.0] |
| 1096 | (4200000.0, 4600000.0] |
| 1097 | (8045000.0, 11300000.0] |
| 1098 | (3400000.0, 3800000.0] |
| 1099 | (8045000.0, 11300000.0] |
| 1100 | (3800000.0, 4200000.0] |
| 1101 | (2980949.0, 3400000.0] |
| 1102 | (8045000.0, 11300000.0] |
| 1103 | (5100000.0, 5750000.0] |
| 1104 | (6650000.0, 8045000.0] |
| 1105 | (6650000.0, 8045000.0] |
| 1106 | (3800000.0, 4200000.0] |
| 1107 | (5750000.0, 6650000.0] |
| 1108 | (3800000.0, 4200000.0] |
| 1109 | (11300000.0, 330000000.0] |
| 1110 | (5750000.0, 6650000.0] |
| 1111 | (3800000.0, 4200000.0] |
| 1112 | (5750000.0, 6650000.0] |
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| 1114 | (4600000.0, 5100000.0] |
| 1115 | (2300000.0, 2980949.0] |
| 1116 | (3400000.0, 3800000.0] |
| 1117 | (3400000.0, 3800000.0] |
| 1118 | (4200000.0, 4600000.0] |
| 1119 | (4200000.0, 4600000.0] |
| 1120 | (4600000.0, 5100000.0] |
| 1121 | (2980949.0, 3400000.0] |
| 1122 | (6650000.0, 8045000.0] |
| 1123 | (5750000.0, 6650000.0] |
| 1124 | (3400000.0, 3800000.0] |
| 1125 | (4600000.0, 5100000.0] |
| 1126 | (8045000.0, 11300000.0] |
| 1127 | (5750000.0, 6650000.0] |
| 1128 | (5750000.0, 6650000.0] |
| 1129 | (6650000.0, 8045000.0] |
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| 1131 | (8045000.0, 11300000.0] |
| 1132 | (5750000.0, 6650000.0] |
| 1133 | (5100000.0, 5750000.0] |
| 1134 | (3800000.0, 4200000.0] |
| 1135 | (2300000.0, 2980949.0] |
| 1136 | (3400000.0, 3800000.0] |
| 1137 | (11300000.0, 330000000.0] |
| 1138 | (6650000.0, 8045000.0] |
| 1139 | (4600000.0, 5100000.0] |
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| 1141 | (6650000.0, 8045000.0] |
| 1142 | (3800000.0, 4200000.0] |
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| 1144 | (3400000.0, 3800000.0] |
| 1145 | (12189.999, 2300000.0] |
| 1146 | (3400000.0, 3800000.0] |
| 1147 | (3400000.0, 3800000.0] |
| 1148 | (8045000.0, 11300000.0] |
| 1149 | (4600000.0, 5100000.0] |
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| 1151 | (12189.999, 2300000.0] |
| 1152 | (5750000.0, 6650000.0] |
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| 1154 | (3400000.0, 3800000.0] |
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| 1156 | (6650000.0, 8045000.0] |
| 1157 | (3800000.0, 4200000.0] |
| 1158 | (4600000.0, 5100000.0] |
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| 1160 | (5750000.0, 6650000.0] |
| 1161 | (4200000.0, 4600000.0] |
| 1162 | (5750000.0, 6650000.0] |
| 1163 | (8045000.0, 11300000.0] |
| 1164 | (4200000.0, 4600000.0] |
| 1165 | (4200000.0, 4600000.0] |
| 1166 | (2300000.0, 2980949.0] |
| 1167 | (11300000.0, 330000000.0] |
| 1168 | (4600000.0, 5100000.0] |
| 1169 | (6650000.0, 8045000.0] |
| 1170 | (11300000.0, 330000000.0] |
| 1171 | (6650000.0, 8045000.0] |
| 1172 | (3800000.0, 4200000.0] |
| 1173 | (2980949.0, 3400000.0] |
| 1174 | (3800000.0, 4200000.0] |
| 1175 | (2980949.0, 3400000.0] |
| 1176 | (3800000.0, 4200000.0] |
| 1177 | (2300000.0, 2980949.0] |
| 1178 | (5100000.0, 5750000.0] |
| 1179 | (5100000.0, 5750000.0] |
| 1180 | (6650000.0, 8045000.0] |
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| 1183 | (5100000.0, 5750000.0] |
| 1184 | (4600000.0, 5100000.0] |
| 1185 | (5750000.0, 6650000.0] |
| 1186 | (6650000.0, 8045000.0] |
| 1187 | (11300000.0, 330000000.0] |
| 1189 | (3400000.0, 3800000.0] |
| 1190 | (6650000.0, 8045000.0] |
| 1191 | (5100000.0, 5750000.0] |
| 1192 | (11300000.0, 330000000.0] |
| 1193 | (2980949.0, 3400000.0] |
| 1194 | (2300000.0, 2980949.0] |
| 1195 | (4200000.0, 4600000.0] |
| 1196 | (12189.999, 2300000.0] |
| 1197 | (3800000.0, 4200000.0] |
| 1198 | (2980949.0, 3400000.0] |
| 1199 | (6650000.0, 8045000.0] |
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| 1204 | (2300000.0, 2980949.0] |
| 1205 | (2980949.0, 3400000.0] |
| 1206 | (6650000.0, 8045000.0] |
| 1207 | (6650000.0, 8045000.0] |
| 1208 | (3400000.0, 3800000.0] |
| 1209 | (6650000.0, 8045000.0] |
| 1210 | (4200000.0, 4600000.0] |
| 1211 | (3800000.0, 4200000.0] |
| 1212 | (8045000.0, 11300000.0] |
| 1213 | (11300000.0, 330000000.0] |
| 1214 | (3800000.0, 4200000.0] |
| 1215 | (3400000.0, 3800000.0] |
| 1216 | (2300000.0, 2980949.0] |
| 1217 | (2980949.0, 3400000.0] |
| 1218 | (2300000.0, 2980949.0] |
| 1219 | (3400000.0, 3800000.0] |
| 1220 | (2980949.0, 3400000.0] |
| 1221 | (3400000.0, 3800000.0] |
| 1222 | (3400000.0, 3800000.0] |
| 1223 | (2300000.0, 2980949.0] |
| 1224 | (3800000.0, 4200000.0] |
| 1225 | (2980949.0, 3400000.0] |
| 1226 | (5100000.0, 5750000.0] |
| 1227 | (5750000.0, 6650000.0] |
| 1228 | (8045000.0, 11300000.0] |
| 1229 | (11300000.0, 330000000.0] |
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| 1231 | (4200000.0, 4600000.0] |
| 1232 | (12189.999, 2300000.0] |
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| 1234 | (4600000.0, 5100000.0] |
| 1235 | (2980949.0, 3400000.0] |
| 1236 | (5750000.0, 6650000.0] |
| 1237 | (3800000.0, 4200000.0] |
| 1238 | (2980949.0, 3400000.0] |
| 1239 | (2980949.0, 3400000.0] |
| 1240 | (5750000.0, 6650000.0] |
| 1241 | (3800000.0, 4200000.0] |
| 1242 | (3400000.0, 3800000.0] |
| 1243 | (11300000.0, 330000000.0] |
| 1244 | (5100000.0, 5750000.0] |
| 1245 | (2980949.0, 3400000.0] |
| 1246 | (5750000.0, 6650000.0] |
| 1247 | (5100000.0, 5750000.0] |
| 1248 | (8045000.0, 11300000.0] |
| 1249 | (12189.999, 2300000.0] |
| 1250 | (3800000.0, 4200000.0] |
| 1251 | (4200000.0, 4600000.0] |
| 1252 | (2980949.0, 3400000.0] |
| 1253 | (5100000.0, 5750000.0] |
| 1254 | (11300000.0, 330000000.0] |
| 1255 | (8045000.0, 11300000.0] |
| 1256 | (12189.999, 2300000.0] |
| 1258 | (11300000.0, 330000000.0] |
| 1259 | (8045000.0, 11300000.0] |
| 1260 | (2300000.0, 2980949.0] |
| 1261 | (2300000.0, 2980949.0] |
| 1262 | (3800000.0, 4200000.0] |
| 1263 | (8045000.0, 11300000.0] |
| 1264 | (8045000.0, 11300000.0] |
| 1265 | (2980949.0, 3400000.0] |
| 1266 | (2980949.0, 3400000.0] |
| 1267 | (8045000.0, 11300000.0] |
| 1268 | (5100000.0, 5750000.0] |
| 1269 | (6650000.0, 8045000.0] |
| 1270 | (3800000.0, 4200000.0] |
| 1271 | (8045000.0, 11300000.0] |
| 1272 | (4200000.0, 4600000.0] |
| 1273 | (6650000.0, 8045000.0] |
| 1274 | (4600000.0, 5100000.0] |
| 1275 | (12189.999, 2300000.0] |
| 1276 | (3400000.0, 3800000.0] |
| 1277 | (2980949.0, 3400000.0] |
| 1278 | (2300000.0, 2980949.0] |
| 1279 | (11300000.0, 330000000.0] |
| 1280 | (12189.999, 2300000.0] |
| 1281 | (8045000.0, 11300000.0] |
| 1282 | (2980949.0, 3400000.0] |
| 1283 | (5100000.0, 5750000.0] |
| 1284 | (5100000.0, 5750000.0] |
| 1285 | (3400000.0, 3800000.0] |
| 1286 | (2300000.0, 2980949.0] |
| 1287 | (4200000.0, 4600000.0] |
| 1288 | (8045000.0, 11300000.0] |
| 1289 | (2980949.0, 3400000.0] |
| 1290 | (2980949.0, 3400000.0] |
| 1291 | (5100000.0, 5750000.0] |
| 1292 | (3400000.0, 3800000.0] |
| 1293 | (2300000.0, 2980949.0] |
| 1294 | (5100000.0, 5750000.0] |
| 1295 | (3800000.0, 4200000.0] |
| 1296 | (3800000.0, 4200000.0] |
| 1297 | (11300000.0, 330000000.0] |
| 1298 | (5100000.0, 5750000.0] |
| 1299 | (11300000.0, 330000000.0] |
| 1301 | (3800000.0, 4200000.0] |
| 1302 | (2980949.0, 3400000.0] |
| 1303 | (6650000.0, 8045000.0] |
| 1304 | (5750000.0, 6650000.0] |
| 1305 | (8045000.0, 11300000.0] |
| 1306 | (4200000.0, 4600000.0] |
| 1307 | (11300000.0, 330000000.0] |
| 1308 | (8045000.0, 11300000.0] |
| 1309 | (8045000.0, 11300000.0] |
| 1310 | (2300000.0, 2980949.0] |
| 1311 | (4600000.0, 5100000.0] |
| 1312 | (12189.999, 2300000.0] |
| 1313 | (5100000.0, 5750000.0] |
| 1314 | (3400000.0, 3800000.0] |
| 1315 | (12189.999, 2300000.0] |
| 1316 | (5100000.0, 5750000.0] |
| 1317 | (2300000.0, 2980949.0] |
| 1318 | (2300000.0, 2980949.0] |
| 1319 | (5100000.0, 5750000.0] |
| 1320 | (8045000.0, 11300000.0] |
| 1321 | (3800000.0, 4200000.0] |
| 1322 | (5750000.0, 6650000.0] |
| 1323 | (8045000.0, 11300000.0] |
| 1324 | (4200000.0, 4600000.0] |
| 1325 | (2980949.0, 3400000.0] |
| 1326 | (8045000.0, 11300000.0] |
| 1327 | (2300000.0, 2980949.0] |
| 1328 | (12189.999, 2300000.0] |
| 1329 | (6650000.0, 8045000.0] |
| 1330 | (6650000.0, 8045000.0] |
| 1331 | (4600000.0, 5100000.0] |
| 1332 | (5100000.0, 5750000.0] |
| 1333 | (3800000.0, 4200000.0] |
| 1334 | (2300000.0, 2980949.0] |
| 1335 | (5750000.0, 6650000.0] |
| 1336 | (11300000.0, 330000000.0] |
| 1337 | (4600000.0, 5100000.0] |
| 1338 | (2300000.0, 2980949.0] |
| 1339 | (6650000.0, 8045000.0] |
| 1340 | (5750000.0, 6650000.0] |
| 1341 | (5750000.0, 6650000.0] |
| 1342 | (8045000.0, 11300000.0] |
| 1343 | (11300000.0, 330000000.0] |
| 1344 | (5100000.0, 5750000.0] |
| 1345 | (11300000.0, 330000000.0] |
| 1346 | (6650000.0, 8045000.0] |
| 1347 | (3400000.0, 3800000.0] |
| 1348 | (4200000.0, 4600000.0] |
| 1349 | (11300000.0, 330000000.0] |
| 1350 | (6650000.0, 8045000.0] |
| 1351 | (8045000.0, 11300000.0] |
| 1352 | (12189.999, 2300000.0] |
| 1353 | (4200000.0, 4600000.0] |
| 1354 | (6650000.0, 8045000.0] |
| 1355 | (6650000.0, 8045000.0] |
| 1356 | (8045000.0, 11300000.0] |
| 1357 | (12189.999, 2300000.0] |
| 1358 | (12189.999, 2300000.0] |
| 1359 | (8045000.0, 11300000.0] |
| 1360 | (12189.999, 2300000.0] |
| 1361 | (5750000.0, 6650000.0] |
| 1362 | (5750000.0, 6650000.0] |
| 1363 | (3400000.0, 3800000.0] |
| 1364 | (3400000.0, 3800000.0] |
| 1365 | (5750000.0, 6650000.0] |
| 1366 | (5750000.0, 6650000.0] |
| 1367 | (4200000.0, 4600000.0] |
| 1368 | (2980949.0, 3400000.0] |
| 1369 | (12189.999, 2300000.0] |
| 1370 | (3400000.0, 3800000.0] |
| 1371 | (6650000.0, 8045000.0] |
| 1372 | (5750000.0, 6650000.0] |
| 1373 | (2300000.0, 2980949.0] |
| 1374 | (5750000.0, 6650000.0] |
| 1375 | (8045000.0, 11300000.0] |
| 1376 | (2300000.0, 2980949.0] |
| 1377 | (5750000.0, 6650000.0] |
| 1378 | (11300000.0, 330000000.0] |
| 1379 | (5750000.0, 6650000.0] |
| 1380 | (5100000.0, 5750000.0] |
| 1381 | (4600000.0, 5100000.0] |
| 1382 | (3400000.0, 3800000.0] |
| 1383 | (11300000.0, 330000000.0] |
| 1384 | (3400000.0, 3800000.0] |
| 1385 | (5750000.0, 6650000.0] |
| 1386 | (4200000.0, 4600000.0] |
| 1387 | (11300000.0, 330000000.0] |
| 1389 | (11300000.0, 330000000.0] |
| 1390 | (2300000.0, 2980949.0] |
| 1391 | (6650000.0, 8045000.0] |
| 1392 | (6650000.0, 8045000.0] |
| 1393 | (5750000.0, 6650000.0] |
| 1394 | (2300000.0, 2980949.0] |
| 1395 | (2980949.0, 3400000.0] |
| 1396 | (2980949.0, 3400000.0] |
| 1397 | (3800000.0, 4200000.0] |
| 1398 | (5100000.0, 5750000.0] |
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| 1406 | (4600000.0, 5100000.0] |
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| 1507 | (3800000.0, 4200000.0] |
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| 1718 | (6650000.0, 8045000.0] |
| 1719 | (3800000.0, 4200000.0] |
| 1720 | (3800000.0, 4200000.0] |
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| 1722 | (5750000.0, 6650000.0] |
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| 1736 | (3400000.0, 3800000.0] |
| 1737 | (5750000.0, 6650000.0] |
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| 1752 | (3800000.0, 4200000.0] |
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| 1754 | (3400000.0, 3800000.0] |
| 1755 | (5750000.0, 6650000.0] |
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| 1758 | (6650000.0, 8045000.0] |
| 1759 | (6650000.0, 8045000.0] |
| 1760 | (4200000.0, 4600000.0] |
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| 1763 | (12189.999, 2300000.0] |
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| 1765 | (6650000.0, 8045000.0] |
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| 1768 | (5100000.0, 5750000.0] |
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| 1770 | (2300000.0, 2980949.0] |
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| 1772 | (5750000.0, 6650000.0] |
| 1773 | (6650000.0, 8045000.0] |
| 1774 | (4200000.0, 4600000.0] |
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| 1776 | (8045000.0, 11300000.0] |
| 1777 | (11300000.0, 330000000.0] |
| 1778 | (2300000.0, 2980949.0] |
| 1779 | (6650000.0, 8045000.0] |
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| 1783 | (5100000.0, 5750000.0] |
| 1784 | (8045000.0, 11300000.0] |
| 1785 | (3800000.0, 4200000.0] |
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| 1787 | (12189.999, 2300000.0] |
| 1788 | (5750000.0, 6650000.0] |
| 1789 | (2300000.0, 2980949.0] |
| 1790 | (3800000.0, 4200000.0] |
| 1791 | (5100000.0, 5750000.0] |
| 1792 | (2980949.0, 3400000.0] |
| 1793 | (8045000.0, 11300000.0] |
| 1794 | (12189.999, 2300000.0] |
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| 1796 | (2300000.0, 2980949.0] |
| 1797 | (3400000.0, 3800000.0] |
| 1798 | (8045000.0, 11300000.0] |
| 1799 | (12189.999, 2300000.0] |
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| 1801 | (2300000.0, 2980949.0] |
| 1802 | (2980949.0, 3400000.0] |
| 1803 | (8045000.0, 11300000.0] |
| 1804 | (11300000.0, 330000000.0] |
| 1805 | (2300000.0, 2980949.0] |
| 1806 | (2980949.0, 3400000.0] |
| 1807 | (5100000.0, 5750000.0] |
| 1809 | (5100000.0, 5750000.0] |
| 1810 | (11300000.0, 330000000.0] |
| 1811 | (8045000.0, 11300000.0] |
| 1812 | (4600000.0, 5100000.0] |
| 1813 | (11300000.0, 330000000.0] |
| 1814 | (5750000.0, 6650000.0] |
| 1815 | (3400000.0, 3800000.0] |
| 1816 | (12189.999, 2300000.0] |
| 1817 | (6650000.0, 8045000.0] |
| 1818 | (6650000.0, 8045000.0] |
| 1819 | (4200000.0, 4600000.0] |
| 1820 | (5100000.0, 5750000.0] |
| 1821 | (12189.999, 2300000.0] |
| 1822 | (6650000.0, 8045000.0] |
| 1823 | (3800000.0, 4200000.0] |
| 1824 | (4200000.0, 4600000.0] |
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| 1827 | (4600000.0, 5100000.0] |
| 1828 | (3800000.0, 4200000.0] |
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| 1830 | (8045000.0, 11300000.0] |
| 1831 | (3800000.0, 4200000.0] |
| 1832 | (2980949.0, 3400000.0] |
| 1833 | (3400000.0, 3800000.0] |
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| 1835 | (5100000.0, 5750000.0] |
| 1836 | (8045000.0, 11300000.0] |
| 1837 | (4600000.0, 5100000.0] |
| 1838 | (3400000.0, 3800000.0] |
| 1839 | (3800000.0, 4200000.0] |
| 1840 | (8045000.0, 11300000.0] |
| 1841 | (6650000.0, 8045000.0] |
| 1842 | (11300000.0, 330000000.0] |
| 1843 | (5100000.0, 5750000.0] |
| 1844 | (3400000.0, 3800000.0] |
| 1845 | (4200000.0, 4600000.0] |
| 1846 | (11300000.0, 330000000.0] |
| 1847 | (3400000.0, 3800000.0] |
| 1848 | (3400000.0, 3800000.0] |
| 1849 | (5750000.0, 6650000.0] |
| 1850 | (5750000.0, 6650000.0] |
| 1851 | (8045000.0, 11300000.0] |
| 1852 | (5750000.0, 6650000.0] |
| 1853 | (2980949.0, 3400000.0] |
| 1854 | (5750000.0, 6650000.0] |
| 1855 | (3400000.0, 3800000.0] |
| 1856 | (2300000.0, 2980949.0] |
| 1857 | (2300000.0, 2980949.0] |
| 1858 | (2300000.0, 2980949.0] |
| 1859 | (6650000.0, 8045000.0] |
| 1860 | (3400000.0, 3800000.0] |
| 1861 | (12189.999, 2300000.0] |
| 1862 | (2300000.0, 2980949.0] |
| 1863 | (3400000.0, 3800000.0] |
| 1864 | (2300000.0, 2980949.0] |
| 1865 | (3800000.0, 4200000.0] |
| 1866 | (12189.999, 2300000.0] |
| 1867 | (8045000.0, 11300000.0] |
| 1868 | (4200000.0, 4600000.0] |
| 1869 | (12189.999, 2300000.0] |
| 1870 | (4600000.0, 5100000.0] |
| 1871 | (5100000.0, 5750000.0] |
| 1872 | (2980949.0, 3400000.0] |
| 1873 | (2300000.0, 2980949.0] |
| 1874 | (12189.999, 2300000.0] |
| 1875 | (8045000.0, 11300000.0] |
| 1876 | (11300000.0, 330000000.0] |
| 1877 | (5100000.0, 5750000.0] |
| 1878 | (5750000.0, 6650000.0] |
| 1879 | (3400000.0, 3800000.0] |
| 1880 | (11300000.0, 330000000.0] |
| 1881 | (4200000.0, 4600000.0] |
| 1882 | (8045000.0, 11300000.0] |
| 1883 | (8045000.0, 11300000.0] |
| 1884 | (5750000.0, 6650000.0] |
| 1885 | (11300000.0, 330000000.0] |
| 1886 | (5100000.0, 5750000.0] |
| 1887 | (2980949.0, 3400000.0] |
| 1888 | (4200000.0, 4600000.0] |
| 1889 | (4600000.0, 5100000.0] |
| 1890 | (2980949.0, 3400000.0] |
| 1891 | (4200000.0, 4600000.0] |
| 1892 | (5750000.0, 6650000.0] |
| 1893 | (6650000.0, 8045000.0] |
| 1894 | (12189.999, 2300000.0] |
| 1895 | (8045000.0, 11300000.0] |
| 1896 | (4600000.0, 5100000.0] |
| 1897 | (3800000.0, 4200000.0] |
| 1898 | (3800000.0, 4200000.0] |
| 1899 | (3800000.0, 4200000.0] |
| 1900 | (2980949.0, 3400000.0] |
| 1901 | (2300000.0, 2980949.0] |
| 1902 | (2300000.0, 2980949.0] |
| 1903 | (6650000.0, 8045000.0] |
| 1904 | (5100000.0, 5750000.0] |
| 1905 | (4200000.0, 4600000.0] |
| 1906 | (3400000.0, 3800000.0] |
| 1907 | (4200000.0, 4600000.0] |
| 1908 | (6650000.0, 8045000.0] |
| 1909 | (2980949.0, 3400000.0] |
| 1910 | (8045000.0, 11300000.0] |
| 1911 | (3800000.0, 4200000.0] |
| 1912 | (6650000.0, 8045000.0] |
| 1913 | (12189.999, 2300000.0] |
| 1914 | (3800000.0, 4200000.0] |
| 1915 | (11300000.0, 330000000.0] |
| 1916 | (11300000.0, 330000000.0] |
| 1917 | (8045000.0, 11300000.0] |
| 1918 | (2980949.0, 3400000.0] |
| 1919 | (4200000.0, 4600000.0] |
| 1920 | (5750000.0, 6650000.0] |
| 1921 | (2980949.0, 3400000.0] |
| 1922 | (4200000.0, 4600000.0] |
| 1923 | (2300000.0, 2980949.0] |
| 1924 | (4200000.0, 4600000.0] |
| 1925 | (5750000.0, 6650000.0] |
| 1926 | (4200000.0, 4600000.0] |
| 1927 | (6650000.0, 8045000.0] |
| 1929 | (5750000.0, 6650000.0] |
| 1931 | (5750000.0, 6650000.0] |
| 1932 | (2300000.0, 2980949.0] |
| 1933 | (4600000.0, 5100000.0] |
| 1934 | (8045000.0, 11300000.0] |
| 1935 | (6650000.0, 8045000.0] |
| 1936 | (5100000.0, 5750000.0] |
| 1937 | (3400000.0, 3800000.0] |
| 1938 | (8045000.0, 11300000.0] |
| 1939 | (3400000.0, 3800000.0] |
| 1940 | (2980949.0, 3400000.0] |
| 1941 | (4600000.0, 5100000.0] |
| 1942 | (4600000.0, 5100000.0] |
| 1943 | (11300000.0, 330000000.0] |
| 1944 | (11300000.0, 330000000.0] |
| 1945 | (3800000.0, 4200000.0] |
| 1946 | (5750000.0, 6650000.0] |
| 1947 | (12189.999, 2300000.0] |
| 1948 | (4600000.0, 5100000.0] |
| 1949 | (12189.999, 2300000.0] |
| 1950 | (2300000.0, 2980949.0] |
| 1951 | (11300000.0, 330000000.0] |
| 1952 | (3800000.0, 4200000.0] |
| 1953 | (4600000.0, 5100000.0] |
| 1954 | (4600000.0, 5100000.0] |
| 1955 | (3800000.0, 4200000.0] |
| 1956 | (4200000.0, 4600000.0] |
| 1957 | (2980949.0, 3400000.0] |
| 1958 | (2300000.0, 2980949.0] |
| 1959 | (4200000.0, 4600000.0] |
| 1960 | (4200000.0, 4600000.0] |
| 1961 | (3800000.0, 4200000.0] |
| 1962 | (2980949.0, 3400000.0] |
| 1963 | (3400000.0, 3800000.0] |
| 1964 | (2980949.0, 3400000.0] |
| 1965 | (2980949.0, 3400000.0] |
| 1966 | (11300000.0, 330000000.0] |
| 1967 | (5100000.0, 5750000.0] |
| 1968 | (5100000.0, 5750000.0] |
| 1969 | (2980949.0, 3400000.0] |
| 1970 | (4600000.0, 5100000.0] |
| 1971 | (4200000.0, 4600000.0] |
| 1972 | (4600000.0, 5100000.0] |
| 1973 | (4600000.0, 5100000.0] |
| 1974 | (3800000.0, 4200000.0] |
| 1975 | (6650000.0, 8045000.0] |
| 1976 | (6650000.0, 8045000.0] |
| 1977 | (8045000.0, 11300000.0] |
| 1978 | (5100000.0, 5750000.0] |
| 1979 | (6650000.0, 8045000.0] |
| 1980 | (11300000.0, 330000000.0] |
| 1981 | (12189.999, 2300000.0] |
| 1982 | (12189.999, 2300000.0] |
| 1983 | (12189.999, 2300000.0] |
| 1984 | (5750000.0, 6650000.0] |
| 1985 | (12189.999, 2300000.0] |
| 1986 | (4600000.0, 5100000.0] |
| 1987 | (2300000.0, 2980949.0] |
| 1988 | (3400000.0, 3800000.0] |
| 1989 | (11300000.0, 330000000.0] |
| 1990 | (2980949.0, 3400000.0] |
| 1991 | (4200000.0, 4600000.0] |
| 1992 | (3800000.0, 4200000.0] |
| 1993 | (5750000.0, 6650000.0] |
| 1994 | (8045000.0, 11300000.0] |
| 1995 | (5100000.0, 5750000.0] |
| 1996 | (5750000.0, 6650000.0] |
| 1997 | (5100000.0, 5750000.0] |
| 1998 | (3400000.0, 3800000.0] |
| 1999 | (2300000.0, 2980949.0] |
| 2000 | (3800000.0, 4200000.0] |
| 2001 | (12189.999, 2300000.0] |
| 2002 | (3400000.0, 3800000.0] |
| 2003 | (11300000.0, 330000000.0] |
| 2004 | (5100000.0, 5750000.0] |
| 2005 | (4600000.0, 5100000.0] |
| 2006 | (8045000.0, 11300000.0] |
| 2007 | (4200000.0, 4600000.0] |
| 2008 | (3800000.0, 4200000.0] |
| 2009 | (3800000.0, 4200000.0] |
| 2010 | (4600000.0, 5100000.0] |
| 2011 | (5750000.0, 6650000.0] |
| 2012 | (8045000.0, 11300000.0] |
| 2013 | (3400000.0, 3800000.0] |
| 2014 | (5100000.0, 5750000.0] |
| 2015 | (5750000.0, 6650000.0] |
| 2016 | (2980949.0, 3400000.0] |
| 2017 | (8045000.0, 11300000.0] |
| 2018 | (12189.999, 2300000.0] |
| 2019 | (2300000.0, 2980949.0] |
| 2020 | (4200000.0, 4600000.0] |
| 2021 | (8045000.0, 11300000.0] |
| 2022 | (2300000.0, 2980949.0] |
| 2023 | (11300000.0, 330000000.0] |
| 2024 | (3400000.0, 3800000.0] |
| 2025 | (5100000.0, 5750000.0] |
| 2026 | (2300000.0, 2980949.0] |
| 2027 | (3800000.0, 4200000.0] |
| 2028 | (5750000.0, 6650000.0] |
| 2029 | (5750000.0, 6650000.0] |
| 2030 | (11300000.0, 330000000.0] |
| 2031 | (6650000.0, 8045000.0] |
| 2032 | (4200000.0, 4600000.0] |
| 2033 | (5100000.0, 5750000.0] |
| 2034 | (4200000.0, 4600000.0] |
| 2035 | (4200000.0, 4600000.0] |
| 2036 | (5750000.0, 6650000.0] |
| 2037 | (6650000.0, 8045000.0] |
| 2038 | (3400000.0, 3800000.0] |
| 2039 | (11300000.0, 330000000.0] |
| 2040 | (2980949.0, 3400000.0] |
| 2041 | (5100000.0, 5750000.0] |
| 2042 | (6650000.0, 8045000.0] |
| 2043 | (4600000.0, 5100000.0] |
| 2044 | (11300000.0, 330000000.0] |
| 2045 | (4600000.0, 5100000.0] |
| 2046 | (11300000.0, 330000000.0] |
| 2047 | (3800000.0, 4200000.0] |
| 2048 | (8045000.0, 11300000.0] |
| 2049 | (12189.999, 2300000.0] |
| 2050 | (3400000.0, 3800000.0] |
| 2051 | (4600000.0, 5100000.0] |
| 2052 | (12189.999, 2300000.0] |
| 2053 | (5100000.0, 5750000.0] |
| 2054 | (12189.999, 2300000.0] |
| 2055 | (12189.999, 2300000.0] |
| 2056 | (5750000.0, 6650000.0] |
| 2057 | (2980949.0, 3400000.0] |
| 2058 | (3800000.0, 4200000.0] |
| 2059 | (5750000.0, 6650000.0] |
| 2060 | (12189.999, 2300000.0] |
| 2061 | (3800000.0, 4200000.0] |
| 2062 | (3800000.0, 4200000.0] |
| 2063 | (12189.999, 2300000.0] |
| 2064 | (4200000.0, 4600000.0] |
| 2065 | (8045000.0, 11300000.0] |
| 2066 | (2300000.0, 2980949.0] |
| 2067 | (2300000.0, 2980949.0] |
| 2068 | (5100000.0, 5750000.0] |
| 2070 | (4600000.0, 5100000.0] |
| 2071 | (6650000.0, 8045000.0] |
| 2072 | (3400000.0, 3800000.0] |
| 2073 | (11300000.0, 330000000.0] |
| 2074 | (12189.999, 2300000.0] |
| 2075 | (3400000.0, 3800000.0] |
| 2076 | (5100000.0, 5750000.0] |
| 2077 | (4200000.0, 4600000.0] |
| 2078 | (5750000.0, 6650000.0] |
| 2079 | (3800000.0, 4200000.0] |
| 2080 | (4600000.0, 5100000.0] |
| 2081 | (3400000.0, 3800000.0] |
| 2082 | (8045000.0, 11300000.0] |
| 2083 | (5100000.0, 5750000.0] |
| 2084 | (2980949.0, 3400000.0] |
| 2085 | (3800000.0, 4200000.0] |
| 2086 | (4200000.0, 4600000.0] |
| 2087 | (5750000.0, 6650000.0] |
| 2088 | (2980949.0, 3400000.0] |
| 2089 | (5750000.0, 6650000.0] |
| 2090 | (4200000.0, 4600000.0] |
| 2091 | (11300000.0, 330000000.0] |
| 2092 | (3800000.0, 4200000.0] |
| 2093 | (6650000.0, 8045000.0] |
| 2094 | (6650000.0, 8045000.0] |
| 2095 | (12189.999, 2300000.0] |
| 2096 | (8045000.0, 11300000.0] |
| 2097 | (12189.999, 2300000.0] |
| 2098 | (2980949.0, 3400000.0] |
| 2099 | (11300000.0, 330000000.0] |
| 2100 | (2300000.0, 2980949.0] |
| 2101 | (3800000.0, 4200000.0] |
| 2102 | (2300000.0, 2980949.0] |
| 2103 | (2300000.0, 2980949.0] |
| 2104 | (2980949.0, 3400000.0] |
| 2105 | (2980949.0, 3400000.0] |
| 2106 | (2980949.0, 3400000.0] |
| 2107 | (5750000.0, 6650000.0] |
| 2108 | (3400000.0, 3800000.0] |
| 2109 | (4600000.0, 5100000.0] |
| 2110 | (2300000.0, 2980949.0] |
| 2111 | (5100000.0, 5750000.0] |
| 2112 | (5750000.0, 6650000.0] |
| 2113 | (5100000.0, 5750000.0] |
| 2114 | (8045000.0, 11300000.0] |
| 2115 | (2980949.0, 3400000.0] |
| 2116 | (4200000.0, 4600000.0] |
| 2117 | (5750000.0, 6650000.0] |
| 2118 | (3800000.0, 4200000.0] |
| 2119 | (6650000.0, 8045000.0] |
| 2120 | (4600000.0, 5100000.0] |
| 2121 | (5100000.0, 5750000.0] |
| 2122 | (8045000.0, 11300000.0] |
| 2123 | (11300000.0, 330000000.0] |
| 2124 | (5100000.0, 5750000.0] |
| 2125 | (12189.999, 2300000.0] |
| 2126 | (6650000.0, 8045000.0] |
| 2128 | (12189.999, 2300000.0] |
| 2129 | (8045000.0, 11300000.0] |
| 2130 | (3400000.0, 3800000.0] |
| 2131 | (5750000.0, 6650000.0] |
| 2132 | (8045000.0, 11300000.0] |
| 2133 | (2980949.0, 3400000.0] |
| 2134 | (4600000.0, 5100000.0] |
| 2135 | (4600000.0, 5100000.0] |
| 2136 | (12189.999, 2300000.0] |
| 2137 | (8045000.0, 11300000.0] |
| 2138 | (3800000.0, 4200000.0] |
| 2139 | (11300000.0, 330000000.0] |
| 2140 | (6650000.0, 8045000.0] |
| 2141 | (5100000.0, 5750000.0] |
| 2142 | (3400000.0, 3800000.0] |
| 2143 | (2980949.0, 3400000.0] |
| 2144 | (6650000.0, 8045000.0] |
| 2145 | (3400000.0, 3800000.0] |
| 2146 | (6650000.0, 8045000.0] |
| 2147 | (6650000.0, 8045000.0] |
| 2148 | (11300000.0, 330000000.0] |
| 2149 | (4600000.0, 5100000.0] |
| 2150 | (2980949.0, 3400000.0] |
| 2151 | (5100000.0, 5750000.0] |
| 2152 | (4600000.0, 5100000.0] |
| 2153 | (4200000.0, 4600000.0] |
| 2154 | (8045000.0, 11300000.0] |
| 2155 | (3800000.0, 4200000.0] |
| 2156 | (5750000.0, 6650000.0] |
| 2157 | (5750000.0, 6650000.0] |
| 2158 | (12189.999, 2300000.0] |
| 2159 | (12189.999, 2300000.0] |
| 2160 | (2300000.0, 2980949.0] |
| 2161 | (2980949.0, 3400000.0] |
| 2162 | (4600000.0, 5100000.0] |
| 2163 | (6650000.0, 8045000.0] |
| 2164 | (5100000.0, 5750000.0] |
| 2165 | (2980949.0, 3400000.0] |
| 2166 | (2300000.0, 2980949.0] |
| 2167 | (2980949.0, 3400000.0] |
| 2168 | (5100000.0, 5750000.0] |
| 2169 | (11300000.0, 330000000.0] |
| 2170 | (4200000.0, 4600000.0] |
| 2171 | (8045000.0, 11300000.0] |
| 2172 | (3800000.0, 4200000.0] |
| 2173 | (3400000.0, 3800000.0] |
| 2174 | (2980949.0, 3400000.0] |
| 2176 | (11300000.0, 330000000.0] |
| 2177 | (5100000.0, 5750000.0] |
| 2178 | (4600000.0, 5100000.0] |
| 2179 | (5100000.0, 5750000.0] |
| 2180 | (2980949.0, 3400000.0] |
| 2181 | (5750000.0, 6650000.0] |
| 2182 | (4600000.0, 5100000.0] |
| 2183 | (5750000.0, 6650000.0] |
| 2184 | (5750000.0, 6650000.0] |
| 2185 | (5750000.0, 6650000.0] |
| 2186 | (4200000.0, 4600000.0] |
| 2187 | (6650000.0, 8045000.0] |
| 2188 | (4200000.0, 4600000.0] |
| 2189 | (8045000.0, 11300000.0] |
| 2190 | (5750000.0, 6650000.0] |
| 2191 | (5750000.0, 6650000.0] |
| 2192 | (8045000.0, 11300000.0] |
| 2193 | (12189.999, 2300000.0] |
| 2194 | (5100000.0, 5750000.0] |
| 2195 | (3400000.0, 3800000.0] |
| 2196 | (3800000.0, 4200000.0] |
| 2197 | (3800000.0, 4200000.0] |
| 2198 | (2300000.0, 2980949.0] |
| 2199 | (2300000.0, 2980949.0] |
| 2200 | (3400000.0, 3800000.0] |
| 2201 | (11300000.0, 330000000.0] |
| 2202 | (5100000.0, 5750000.0] |
| 2203 | (11300000.0, 330000000.0] |
| 2204 | (12189.999, 2300000.0] |
| 2205 | (5100000.0, 5750000.0] |
| 2206 | (5100000.0, 5750000.0] |
| 2207 | (8045000.0, 11300000.0] |
| 2208 | (2980949.0, 3400000.0] |
| 2209 | (12189.999, 2300000.0] |
| 2210 | (6650000.0, 8045000.0] |
| 2211 | (2300000.0, 2980949.0] |
| 2212 | (6650000.0, 8045000.0] |
| 2213 | (4200000.0, 4600000.0] |
| 2214 | (3800000.0, 4200000.0] |
| 2215 | (4200000.0, 4600000.0] |
| 2216 | (12189.999, 2300000.0] |
| 2217 | (4600000.0, 5100000.0] |
| 2218 | (5750000.0, 6650000.0] |
| 2219 | (6650000.0, 8045000.0] |
| 2220 | (11300000.0, 330000000.0] |
| 2221 | (3800000.0, 4200000.0] |
| 2222 | (3400000.0, 3800000.0] |
| 2223 | (6650000.0, 8045000.0] |
| 2224 | (6650000.0, 8045000.0] |
| 2225 | (4600000.0, 5100000.0] |
| 2226 | (3400000.0, 3800000.0] |
| 2227 | (2980949.0, 3400000.0] |
| 2228 | (4600000.0, 5100000.0] |
| 2229 | (3800000.0, 4200000.0] |
| 2230 | (6650000.0, 8045000.0] |
| 2231 | (6650000.0, 8045000.0] |
| 2232 | (6650000.0, 8045000.0] |
| 2233 | (3400000.0, 3800000.0] |
| 2234 | (5750000.0, 6650000.0] |
| 2235 | (3400000.0, 3800000.0] |
| 2236 | (2300000.0, 2980949.0] |
| 2237 | (11300000.0, 330000000.0] |
| 2238 | (4200000.0, 4600000.0] |
| 2239 | (5100000.0, 5750000.0] |
| 2240 | (4200000.0, 4600000.0] |
| 2241 | (2300000.0, 2980949.0] |
| 2242 | (4200000.0, 4600000.0] |
| 2244 | (4200000.0, 4600000.0] |
| 2245 | (2980949.0, 3400000.0] |
| 2246 | (6650000.0, 8045000.0] |
| 2247 | (2980949.0, 3400000.0] |
| 2248 | (5750000.0, 6650000.0] |
| 2249 | (4600000.0, 5100000.0] |
| 2250 | (5100000.0, 5750000.0] |
| 2252 | (4600000.0, 5100000.0] |
| 2253 | (3400000.0, 3800000.0] |
| 2254 | (5750000.0, 6650000.0] |
| 2255 | (3800000.0, 4200000.0] |
| 2256 | (3800000.0, 4200000.0] |
| 2257 | (11300000.0, 330000000.0] |
| 2258 | (8045000.0, 11300000.0] |
| 2259 | (11300000.0, 330000000.0] |
| 2260 | (3400000.0, 3800000.0] |
| 2261 | (11300000.0, 330000000.0] |
| 2262 | (2300000.0, 2980949.0] |
| 2263 | (8045000.0, 11300000.0] |
| 2264 | (3400000.0, 3800000.0] |
| 2265 | (3400000.0, 3800000.0] |
| 2266 | (2300000.0, 2980949.0] |
| 2267 | (11300000.0, 330000000.0] |
| 2268 | (3800000.0, 4200000.0] |
| 2269 | (2980949.0, 3400000.0] |
| 2270 | (3400000.0, 3800000.0] |
| 2271 | (6650000.0, 8045000.0] |
| 2272 | (4200000.0, 4600000.0] |
| 2273 | (12189.999, 2300000.0] |
| 2274 | (12189.999, 2300000.0] |
| 2275 | (8045000.0, 11300000.0] |
| 2276 | (11300000.0, 330000000.0] |
| 2277 | (3800000.0, 4200000.0] |
| 2278 | (11300000.0, 330000000.0] |
| 2279 | (6650000.0, 8045000.0] |
| 2280 | (5750000.0, 6650000.0] |
| 2281 | (8045000.0, 11300000.0] |
| 2282 | (12189.999, 2300000.0] |
| 2283 | (3400000.0, 3800000.0] |
| 2284 | (2300000.0, 2980949.0] |
| 2285 | (12189.999, 2300000.0] |
| 2286 | (3400000.0, 3800000.0] |
| 2287 | (12189.999, 2300000.0] |
| 2288 | (2300000.0, 2980949.0] |
| 2289 | (12189.999, 2300000.0] |
| 2290 | (3400000.0, 3800000.0] |
| 2291 | (11300000.0, 330000000.0] |
| 2292 | (5100000.0, 5750000.0] |
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| 2647 | (6650000.0, 8045000.0] |
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| 2658 | (5100000.0, 5750000.0] |
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| 2670 | (5100000.0, 5750000.0] |
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| 2673 | (11300000.0, 330000000.0] |
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| 2678 | (5750000.0, 6650000.0] |
| 2679 | (2300000.0, 2980949.0] |
| 2680 | (4200000.0, 4600000.0] |
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| 2682 | (6650000.0, 8045000.0] |
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| 2685 | (11300000.0, 330000000.0] |
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| 2687 | (3400000.0, 3800000.0] |
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| 2689 | (6650000.0, 8045000.0] |
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| 2691 | (3400000.0, 3800000.0] |
| 2692 | (5750000.0, 6650000.0] |
| 2693 | (2980949.0, 3400000.0] |
| 2694 | (3400000.0, 3800000.0] |
| 2695 | (4600000.0, 5100000.0] |
| 2696 | (3800000.0, 4200000.0] |
| 2697 | (6650000.0, 8045000.0] |
| 2698 | (2300000.0, 2980949.0] |
| 2699 | (3800000.0, 4200000.0] |
| 2700 | (8045000.0, 11300000.0] |
| 2701 | (11300000.0, 330000000.0] |
| 2702 | (4200000.0, 4600000.0] |
| 2703 | (3400000.0, 3800000.0] |
| 2704 | (8045000.0, 11300000.0] |
| 2705 | (11300000.0, 330000000.0] |
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| 2707 | (5100000.0, 5750000.0] |
| 2708 | (8045000.0, 11300000.0] |
| 2709 | (11300000.0, 330000000.0] |
| 2710 | (5750000.0, 6650000.0] |
| 2711 | (12189.999, 2300000.0] |
| 2712 | (4600000.0, 5100000.0] |
| 2713 | (12189.999, 2300000.0] |
| 2714 | (2300000.0, 2980949.0] |
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| 2717 | (11300000.0, 330000000.0] |
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| 2720 | (3800000.0, 4200000.0] |
| 2721 | (2300000.0, 2980949.0] |
| 2722 | (3800000.0, 4200000.0] |
| 2723 | (5100000.0, 5750000.0] |
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| 2725 | (3400000.0, 3800000.0] |
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| 2730 | (4600000.0, 5100000.0] |
| 2731 | (11300000.0, 330000000.0] |
| 2732 | (4600000.0, 5100000.0] |
| 2733 | (4200000.0, 4600000.0] |
| 2734 | (4200000.0, 4600000.0] |
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| 2741 | (6650000.0, 8045000.0] |
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| 2749 | (5750000.0, 6650000.0] |
| 2750 | (4200000.0, 4600000.0] |
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| 2755 | (3800000.0, 4200000.0] |
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| 2759 | (6650000.0, 8045000.0] |
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| 3075 | (3400000.0, 3800000.0] |
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| 3078 | (5750000.0, 6650000.0] |
| 3079 | (6650000.0, 8045000.0] |
| 3080 | (3800000.0, 4200000.0] |
| 3081 | (3400000.0, 3800000.0] |
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| 3083 | (2980949.0, 3400000.0] |
| 3084 | (5750000.0, 6650000.0] |
| 3085 | (2300000.0, 2980949.0] |
| 3086 | (3800000.0, 4200000.0] |
| 3087 | (3400000.0, 3800000.0] |
| 3088 | (8045000.0, 11300000.0] |
| 3089 | (6650000.0, 8045000.0] |
| 3090 | (3800000.0, 4200000.0] |
| 3091 | (11300000.0, 330000000.0] |
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| 3093 | (6650000.0, 8045000.0] |
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| 3097 | (5100000.0, 5750000.0] |
| 3098 | (12189.999, 2300000.0] |
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| 3105 | (3400000.0, 3800000.0] |
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| 3111 | (3400000.0, 3800000.0] |
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| 3116 | (11300000.0, 330000000.0] |
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| 3124 | (3400000.0, 3800000.0] |
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| 3127 | (5100000.0, 5750000.0] |
| 3128 | (6650000.0, 8045000.0] |
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| 3130 | (6650000.0, 8045000.0] |
| 3131 | (6650000.0, 8045000.0] |
| 3132 | (3400000.0, 3800000.0] |
| 3133 | (4600000.0, 5100000.0] |
| 3134 | (8045000.0, 11300000.0] |
| 3135 | (5100000.0, 5750000.0] |
| 3136 | (3400000.0, 3800000.0] |
| 3137 | (8045000.0, 11300000.0] |
| 3138 | (4200000.0, 4600000.0] |
| 3139 | (3400000.0, 3800000.0] |
| 3140 | (2980949.0, 3400000.0] |
| 3141 | (12189.999, 2300000.0] |
| 3142 | (5100000.0, 5750000.0] |
| 3143 | (2300000.0, 2980949.0] |
| 3144 | (2980949.0, 3400000.0] |
| 3145 | (11300000.0, 330000000.0] |
| 3147 | (12189.999, 2300000.0] |
| 3148 | (2300000.0, 2980949.0] |
| 3149 | (4600000.0, 5100000.0] |
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| 3151 | (5750000.0, 6650000.0] |
| 3152 | (3400000.0, 3800000.0] |
| 3153 | (4200000.0, 4600000.0] |
| 3154 | (6650000.0, 8045000.0] |
| 3155 | (11300000.0, 330000000.0] |
| 3156 | (2980949.0, 3400000.0] |
| 3157 | (11300000.0, 330000000.0] |
| 3158 | (5100000.0, 5750000.0] |
| 3159 | (11300000.0, 330000000.0] |
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| 3161 | (8045000.0, 11300000.0] |
| 3162 | (5750000.0, 6650000.0] |
| 3163 | (12189.999, 2300000.0] |
| 3164 | (2300000.0, 2980949.0] |
| 3165 | (11300000.0, 330000000.0] |
| 3166 | (4600000.0, 5100000.0] |
| 3167 | (5750000.0, 6650000.0] |
| 3168 | (2300000.0, 2980949.0] |
| 3169 | (2300000.0, 2980949.0] |
| 3170 | (8045000.0, 11300000.0] |
| 3171 | (2980949.0, 3400000.0] |
| 3172 | (5100000.0, 5750000.0] |
| 3173 | (4600000.0, 5100000.0] |
| 3174 | (11300000.0, 330000000.0] |
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| 3488 | (2980949.0, 3400000.0] |
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| 3490 | (5750000.0, 6650000.0] |
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| 3505 | (5750000.0, 6650000.0] |
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| 3514 | (5100000.0, 5750000.0] |
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| 3516 | (3800000.0, 4200000.0] |
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| 3519 | (5750000.0, 6650000.0] |
| 3520 | (6650000.0, 8045000.0] |
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| 3522 | (3400000.0, 3800000.0] |
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| 3526 | (3400000.0, 3800000.0] |
| 3527 | (11300000.0, 330000000.0] |
| 3528 | (6650000.0, 8045000.0] |
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| 3530 | (3400000.0, 3800000.0] |
| 3531 | (3800000.0, 4200000.0] |
| 3532 | (3400000.0, 3800000.0] |
| 3533 | (3800000.0, 4200000.0] |
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| 3537 | (2980949.0, 3400000.0] |
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| 3539 | (3400000.0, 3800000.0] |
| 3540 | (5100000.0, 5750000.0] |
| 3541 | (4600000.0, 5100000.0] |
| 3542 | (4600000.0, 5100000.0] |
| 3543 | (2300000.0, 2980949.0] |
| 3544 | (6650000.0, 8045000.0] |
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| 3546 | (3800000.0, 4200000.0] |
| 3547 | (2980949.0, 3400000.0] |
| 3548 | (12189.999, 2300000.0] |
| 3549 | (11300000.0, 330000000.0] |
| 3550 | (4600000.0, 5100000.0] |
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| 3554 | (5750000.0, 6650000.0] |
| 3555 | (3800000.0, 4200000.0] |
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| 3557 | (12189.999, 2300000.0] |
| 3558 | (2300000.0, 2980949.0] |
| 3559 | (3800000.0, 4200000.0] |
| 3560 | (5100000.0, 5750000.0] |
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| 3565 | (4200000.0, 4600000.0] |
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| 3567 | (5100000.0, 5750000.0] |
| 3568 | (4600000.0, 5100000.0] |
| 3569 | (6650000.0, 8045000.0] |
| 3570 | (4600000.0, 5100000.0] |
| 3571 | (8045000.0, 11300000.0] |
| 3572 | (6650000.0, 8045000.0] |
| 3573 | (6650000.0, 8045000.0] |
| 3574 | (3800000.0, 4200000.0] |
| 3575 | (3400000.0, 3800000.0] |
| 3576 | (5100000.0, 5750000.0] |
| 3577 | (3400000.0, 3800000.0] |
| 3578 | (4600000.0, 5100000.0] |
| 3579 | (2300000.0, 2980949.0] |
| 3580 | (11300000.0, 330000000.0] |
| 3581 | (5100000.0, 5750000.0] |
| 3582 | (3800000.0, 4200000.0] |
| 3583 | (5750000.0, 6650000.0] |
| 3584 | (4600000.0, 5100000.0] |
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| 3586 | (5100000.0, 5750000.0] |
| 3587 | (5750000.0, 6650000.0] |
| 3588 | (2300000.0, 2980949.0] |
| 3589 | (5750000.0, 6650000.0] |
| 3590 | (12189.999, 2300000.0] |
| 3591 | (4600000.0, 5100000.0] |
| 3592 | (5750000.0, 6650000.0] |
| 3593 | (6650000.0, 8045000.0] |
| 3594 | (11300000.0, 330000000.0] |
| 3595 | (2980949.0, 3400000.0] |
| 3596 | (2300000.0, 2980949.0] |
| 3597 | (3400000.0, 3800000.0] |
| 3598 | (4200000.0, 4600000.0] |
| 3599 | (8045000.0, 11300000.0] |
| 3600 | (4600000.0, 5100000.0] |
| 3601 | (5750000.0, 6650000.0] |
| 3602 | (4200000.0, 4600000.0] |
| 3603 | (2300000.0, 2980949.0] |
| 3604 | (3800000.0, 4200000.0] |
| 3605 | (3800000.0, 4200000.0] |
| 3606 | (6650000.0, 8045000.0] |
| 3607 | (11300000.0, 330000000.0] |
| 3608 | (12189.999, 2300000.0] |
| 3609 | (5750000.0, 6650000.0] |
| 3610 | (3400000.0, 3800000.0] |
| 3611 | (4600000.0, 5100000.0] |
| 3612 | (4600000.0, 5100000.0] |
| 3613 | (3400000.0, 3800000.0] |
| 3614 | (8045000.0, 11300000.0] |
| 3615 | (4200000.0, 4600000.0] |
| 3616 | (2980949.0, 3400000.0] |
| 3617 | (5100000.0, 5750000.0] |
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| 3621 | (2300000.0, 2980949.0] |
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| 3623 | (3400000.0, 3800000.0] |
| 3624 | (3400000.0, 3800000.0] |
| 3625 | (2980949.0, 3400000.0] |
| 3626 | (3800000.0, 4200000.0] |
| 3627 | (6650000.0, 8045000.0] |
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| 3638 | (8045000.0, 11300000.0] |
| 3639 | (3400000.0, 3800000.0] |
| 3640 | (3400000.0, 3800000.0] |
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| 3650 | (2300000.0, 2980949.0] |
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| 3655 | (2980949.0, 3400000.0] |
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| 3670 | (5750000.0, 6650000.0] |
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| 3680 | (11300000.0, 330000000.0] |
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| 3766 | (5750000.0, 6650000.0] |
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| 3778 | (2300000.0, 2980949.0] |
| 3779 | (5100000.0, 5750000.0] |
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| 3787 | (3400000.0, 3800000.0] |
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| 3850 | (6650000.0, 8045000.0] |
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| 3899 | (3400000.0, 3800000.0] |
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| 3909 | (6650000.0, 8045000.0] |
| 3910 | (3400000.0, 3800000.0] |
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| 3913 | (12189.999, 2300000.0] |
| 3914 | (6650000.0, 8045000.0] |
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| 3916 | (11300000.0, 330000000.0] |
| 3917 | (12189.999, 2300000.0] |
| 3918 | (11300000.0, 330000000.0] |
| 3919 | (5750000.0, 6650000.0] |
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| 3922 | (6650000.0, 8045000.0] |
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| 3924 | (5100000.0, 5750000.0] |
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| 3926 | (6650000.0, 8045000.0] |
| 3927 | (8045000.0, 11300000.0] |
| 3928 | (12189.999, 2300000.0] |
| 3929 | (3800000.0, 4200000.0] |
| 3930 | (12189.999, 2300000.0] |
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| 3932 | (4600000.0, 5100000.0] |
| 3933 | (3400000.0, 3800000.0] |
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| 3935 | (8045000.0, 11300000.0] |
| 3936 | (4200000.0, 4600000.0] |
| 3937 | (5100000.0, 5750000.0] |
| 3938 | (5750000.0, 6650000.0] |
| 3939 | (12189.999, 2300000.0] |
| 3940 | (4600000.0, 5100000.0] |
| 3941 | (6650000.0, 8045000.0] |
| 3942 | (3800000.0, 4200000.0] |
| 3943 | (2980949.0, 3400000.0] |
| 3944 | (2300000.0, 2980949.0] |
| 3945 | (4200000.0, 4600000.0] |
| 3946 | (8045000.0, 11300000.0] |
| 3947 | (12189.999, 2300000.0] |
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| 3949 | (3400000.0, 3800000.0] |
| 3950 | (5100000.0, 5750000.0] |
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| 3955 | (11300000.0, 330000000.0] |
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| 3957 | (2300000.0, 2980949.0] |
| 3958 | (8045000.0, 11300000.0] |
| 3959 | (5100000.0, 5750000.0] |
| 3960 | (3400000.0, 3800000.0] |
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| 3962 | (3400000.0, 3800000.0] |
| 3963 | (8045000.0, 11300000.0] |
| 3964 | (5100000.0, 5750000.0] |
| 3966 | (4200000.0, 4600000.0] |
| 3967 | (4200000.0, 4600000.0] |
| 3968 | (5100000.0, 5750000.0] |
| 3969 | (8045000.0, 11300000.0] |
| 3970 | (11300000.0, 330000000.0] |
| 3971 | (2300000.0, 2980949.0] |
| 3972 | (6650000.0, 8045000.0] |
| 3973 | (12189.999, 2300000.0] |
| 3974 | (2980949.0, 3400000.0] |
| 3975 | (11300000.0, 330000000.0] |
| 3976 | (8045000.0, 11300000.0] |
| 3977 | (3800000.0, 4200000.0] |
| 3978 | (3800000.0, 4200000.0] |
| 3979 | (5100000.0, 5750000.0] |
| 3980 | (3800000.0, 4200000.0] |
| 3981 | (6650000.0, 8045000.0] |
| 3982 | (6650000.0, 8045000.0] |
| 3983 | (2300000.0, 2980949.0] |
| 3984 | (3800000.0, 4200000.0] |
| 3985 | (11300000.0, 330000000.0] |
| 3986 | (2300000.0, 2980949.0] |
| 3987 | (3400000.0, 3800000.0] |
| 3988 | (3400000.0, 3800000.0] |
| 3989 | (8045000.0, 11300000.0] |
| 3990 | (2980949.0, 3400000.0] |
| 3991 | (3400000.0, 3800000.0] |
| 3992 | (2980949.0, 3400000.0] |
| 3993 | (3800000.0, 4200000.0] |
| 3994 | (8045000.0, 11300000.0] |
| 3995 | (2980949.0, 3400000.0] |
| 3996 | (4600000.0, 5100000.0] |
| 3997 | (4600000.0, 5100000.0] |
| 3998 | (11300000.0, 330000000.0] |
| 3999 | (2300000.0, 2980949.0] |
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| 4001 | (5100000.0, 5750000.0] |
| 4002 | (8045000.0, 11300000.0] |
| 4003 | (11300000.0, 330000000.0] |
| 4004 | (3400000.0, 3800000.0] |
| 4005 | (3800000.0, 4200000.0] |
| 4006 | (12189.999, 2300000.0] |
| 4007 | (12189.999, 2300000.0] |
| 4008 | (12189.999, 2300000.0] |
| 4009 | (3800000.0, 4200000.0] |
| 4010 | (2300000.0, 2980949.0] |
| 4011 | (3800000.0, 4200000.0] |
| 4012 | (4600000.0, 5100000.0] |
| 4013 | (4200000.0, 4600000.0] |
| 4014 | (11300000.0, 330000000.0] |
| 4015 | (2300000.0, 2980949.0] |
| 4016 | (5100000.0, 5750000.0] |
| 4017 | (12189.999, 2300000.0] |
| 4018 | (11300000.0, 330000000.0] |
| 4019 | (4600000.0, 5100000.0] |
| 4020 | (5100000.0, 5750000.0] |
| 4021 | (2300000.0, 2980949.0] |
| 4022 | (6650000.0, 8045000.0] |
| 4023 | (3400000.0, 3800000.0] |
| 4024 | (4600000.0, 5100000.0] |
| 4025 | (4200000.0, 4600000.0] |
| 4026 | (12189.999, 2300000.0] |
| 4027 | (3800000.0, 4200000.0] |
| 4028 | (5100000.0, 5750000.0] |
| 4029 | (2300000.0, 2980949.0] |
| 4030 | (2980949.0, 3400000.0] |
| 4031 | (8045000.0, 11300000.0] |
| 4032 | (4200000.0, 4600000.0] |
| 4033 | (4600000.0, 5100000.0] |
| 4034 | (2980949.0, 3400000.0] |
| 4035 | (11300000.0, 330000000.0] |
| 4036 | (8045000.0, 11300000.0] |
| 4037 | (8045000.0, 11300000.0] |
| 4038 | (5750000.0, 6650000.0] |
| 4039 | (4200000.0, 4600000.0] |
| 4040 | (3400000.0, 3800000.0] |
| 4041 | (5100000.0, 5750000.0] |
| 4042 | (3400000.0, 3800000.0] |
| 4043 | (5100000.0, 5750000.0] |
| 4044 | (2980949.0, 3400000.0] |
| 4045 | (6650000.0, 8045000.0] |
| 4046 | (5750000.0, 6650000.0] |
| 4047 | (12189.999, 2300000.0] |
| 4048 | (2980949.0, 3400000.0] |
| 4049 | (8045000.0, 11300000.0] |
| 4050 | (2980949.0, 3400000.0] |
| 4051 | (2980949.0, 3400000.0] |
| 4052 | (2300000.0, 2980949.0] |
| 4053 | (2980949.0, 3400000.0] |
| 4054 | (2980949.0, 3400000.0] |
| 4055 | (3800000.0, 4200000.0] |
| 4056 | (4200000.0, 4600000.0] |
| 4057 | (5750000.0, 6650000.0] |
| 4058 | (8045000.0, 11300000.0] |
| 4059 | (2980949.0, 3400000.0] |
| 4060 | (12189.999, 2300000.0] |
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| 4450 | (3400000.0, 3800000.0] |
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| 4462 | (3800000.0, 4200000.0] |
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| 4468 | (6650000.0, 8045000.0] |
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| 4470 | (2300000.0, 2980949.0] |
| 4471 | (4600000.0, 5100000.0] |
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| 4473 | (5750000.0, 6650000.0] |
| 4474 | (6650000.0, 8045000.0] |
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| 4477 | (2300000.0, 2980949.0] |
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| 4488 | (2980949.0, 3400000.0] |
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| 4490 | (3400000.0, 3800000.0] |
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| 4492 | (8045000.0, 11300000.0] |
| 4493 | (8045000.0, 11300000.0] |
| 4494 | (3400000.0, 3800000.0] |
| 4495 | (12189.999, 2300000.0] |
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| 4497 | (4600000.0, 5100000.0] |
| 4498 | (5750000.0, 6650000.0] |
| 4499 | (4200000.0, 4600000.0] |
| 4500 | (12189.999, 2300000.0] |
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| 4503 | (3800000.0, 4200000.0] |
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| 4890 | (5750000.0, 6650000.0] |
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| 4904 | (6650000.0, 8045000.0] |
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| 4913 | (5750000.0, 6650000.0] |
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| 4915 | (11300000.0, 330000000.0] |
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| 4917 | (6650000.0, 8045000.0] |
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| 4919 | (11300000.0, 330000000.0] |
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| 4923 | (5750000.0, 6650000.0] |
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| 4925 | (8045000.0, 11300000.0] |
| 4926 | (5750000.0, 6650000.0] |
| 4927 | (5100000.0, 5750000.0] |
| 4928 | (8045000.0, 11300000.0] |
| 4929 | (2980949.0, 3400000.0] |
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| 4932 | (3400000.0, 3800000.0] |
| 4933 | (6650000.0, 8045000.0] |
| 4934 | (5750000.0, 6650000.0] |
| 4935 | (11300000.0, 330000000.0] |
| 4936 | (8045000.0, 11300000.0] |
| 4937 | (3400000.0, 3800000.0] |
| 4938 | (2980949.0, 3400000.0] |
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| 4943 | (6650000.0, 8045000.0] |
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| 4946 | (2300000.0, 2980949.0] |
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| 6722 | (4600000.0, 5100000.0] |
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| 6732 | (5750000.0, 6650000.0] |
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| 6760 | (2300000.0, 2980949.0] |
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| 7126 | (8045000.0, 11300000.0] |
| 7127 | (2980949.0, 3400000.0] |
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| 7129 | (6650000.0, 8045000.0] |
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| 7131 | (11300000.0, 330000000.0] |
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| 7135 | (3800000.0, 4200000.0] |
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| 7138 | (8045000.0, 11300000.0] |
| 7139 | (5100000.0, 5750000.0] |
| 7140 | (2980949.0, 3400000.0] |
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| 7142 | (8045000.0, 11300000.0] |
| 7143 | (5750000.0, 6650000.0] |
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| 7146 | (3400000.0, 3800000.0] |
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| 7149 | (11300000.0, 330000000.0] |
| 7150 | (2300000.0, 2980949.0] |
| 7151 | (12189.999, 2300000.0] |
| 7152 | (2980949.0, 3400000.0] |
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| 7154 | (4200000.0, 4600000.0] |
| 7155 | (12189.999, 2300000.0] |
| 7156 | (3400000.0, 3800000.0] |
| 7157 | (2980949.0, 3400000.0] |
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| 7159 | (3400000.0, 3800000.0] |
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| 7162 | (8045000.0, 11300000.0] |
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| 8504 | (6650000.0, 8045000.0] |
| 8505 | (5100000.0, 5750000.0] |
| 8506 | (4200000.0, 4600000.0] |
| 8507 | (2300000.0, 2980949.0] |
| 8508 | (3800000.0, 4200000.0] |
| 8509 | (3800000.0, 4200000.0] |
| 8510 | (3800000.0, 4200000.0] |
| 8511 | (5750000.0, 6650000.0] |
| 8512 | (6650000.0, 8045000.0] |
| 8513 | (3800000.0, 4200000.0] |
| 8514 | (4200000.0, 4600000.0] |
| 8515 | (6650000.0, 8045000.0] |
| 8516 | (6650000.0, 8045000.0] |
| 8517 | (4600000.0, 5100000.0] |
| 8518 | (6650000.0, 8045000.0] |
| 8519 | (8045000.0, 11300000.0] |
| 8520 | (5750000.0, 6650000.0] |
| 8521 | (12189.999, 2300000.0] |
| 8522 | (2300000.0, 2980949.0] |
| 8523 | (2980949.0, 3400000.0] |
| 8524 | (8045000.0, 11300000.0] |
| 8525 | (11300000.0, 330000000.0] |
| 8526 | (2300000.0, 2980949.0] |
| 8527 | (8045000.0, 11300000.0] |
| 8528 | (4600000.0, 5100000.0] |
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| 8530 | (5750000.0, 6650000.0] |
| 8531 | (5100000.0, 5750000.0] |
| 8532 | (3400000.0, 3800000.0] |
| 8533 | (11300000.0, 330000000.0] |
| 8534 | (5100000.0, 5750000.0] |
| 8535 | (4200000.0, 4600000.0] |
| 8536 | (8045000.0, 11300000.0] |
| 8537 | (5100000.0, 5750000.0] |
| 8538 | (5100000.0, 5750000.0] |
| 8539 | (4200000.0, 4600000.0] |
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| 8542 | (8045000.0, 11300000.0] |
| 8543 | (4600000.0, 5100000.0] |
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| 8545 | (3800000.0, 4200000.0] |
| 8547 | (11300000.0, 330000000.0] |
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| 8552 | (5750000.0, 6650000.0] |
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| 8566 | (11300000.0, 330000000.0] |
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| 8568 | (11300000.0, 330000000.0] |
| 8569 | (2300000.0, 2980949.0] |
| 8570 | (2300000.0, 2980949.0] |
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| 8579 | (2300000.0, 2980949.0] |
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| 8582 | (2300000.0, 2980949.0] |
| 8583 | (5100000.0, 5750000.0] |
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| 8585 | (11300000.0, 330000000.0] |
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| 8588 | (4600000.0, 5100000.0] |
| 8589 | (6650000.0, 8045000.0] |
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| 8597 | (3400000.0, 3800000.0] |
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| 8620 | (2300000.0, 2980949.0] |
| 8621 | (12189.999, 2300000.0] |
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| 8623 | (2980949.0, 3400000.0] |
| 8624 | (6650000.0, 8045000.0] |
| 8625 | (6650000.0, 8045000.0] |
| 8626 | (5100000.0, 5750000.0] |
| 8627 | (5100000.0, 5750000.0] |
| 8628 | (6650000.0, 8045000.0] |
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| 8632 | (3400000.0, 3800000.0] |
| 8633 | (2980949.0, 3400000.0] |
| 8635 | (3800000.0, 4200000.0] |
| 8636 | (2980949.0, 3400000.0] |
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| 8638 | (5750000.0, 6650000.0] |
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| 8640 | (6650000.0, 8045000.0] |
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| 8645 | (5750000.0, 6650000.0] |
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| 8648 | (3800000.0, 4200000.0] |
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| 8662 | (8045000.0, 11300000.0] |
| 8663 | (3800000.0, 4200000.0] |
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| 8665 | (2300000.0, 2980949.0] |
| 8666 | (2980949.0, 3400000.0] |
| 8667 | (3400000.0, 3800000.0] |
| 8668 | (2980949.0, 3400000.0] |
| 8669 | (2980949.0, 3400000.0] |
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| 8734 | (3800000.0, 4200000.0] |
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| 8785 | (11300000.0, 330000000.0] |
| 8786 | (12189.999, 2300000.0] |
| 8787 | (6650000.0, 8045000.0] |
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| 8789 | (3800000.0, 4200000.0] |
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| 8792 | (6650000.0, 8045000.0] |
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| 8810 | (2980949.0, 3400000.0] |
| 8812 | (12189.999, 2300000.0] |
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| 8814 | (12189.999, 2300000.0] |
| 8815 | (11300000.0, 330000000.0] |
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| 8817 | (5750000.0, 6650000.0] |
| 8818 | (4200000.0, 4600000.0] |
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| 8821 | (3400000.0, 3800000.0] |
| 8823 | (6650000.0, 8045000.0] |
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| 8826 | (3400000.0, 3800000.0] |
| 8827 | (5750000.0, 6650000.0] |
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| 8831 | (5100000.0, 5750000.0] |
| 8832 | (12189.999, 2300000.0] |
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| 8835 | (5750000.0, 6650000.0] |
| 8836 | (5100000.0, 5750000.0] |
| 8837 | (8045000.0, 11300000.0] |
| 8838 | (12189.999, 2300000.0] |
| 8839 | (4600000.0, 5100000.0] |
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| 8843 | (8045000.0, 11300000.0] |
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| 8847 | (6650000.0, 8045000.0] |
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| 8849 | (4200000.0, 4600000.0] |
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| 8853 | (3400000.0, 3800000.0] |
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| 8857 | (3800000.0, 4200000.0] |
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| 8864 | (12189.999, 2300000.0] |
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| 8867 | (3800000.0, 4200000.0] |
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| 8869 | (2300000.0, 2980949.0] |
| 8870 | (5750000.0, 6650000.0] |
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| 8873 | (2300000.0, 2980949.0] |
| 8874 | (5750000.0, 6650000.0] |
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| 8876 | (2980949.0, 3400000.0] |
| 8877 | (3800000.0, 4200000.0] |
| 8878 | (5100000.0, 5750000.0] |
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| 8880 | (8045000.0, 11300000.0] |
| 8881 | (3800000.0, 4200000.0] |
| 8882 | (11300000.0, 330000000.0] |
| 8883 | (6650000.0, 8045000.0] |
| 8884 | (2300000.0, 2980949.0] |
| 8885 | (12189.999, 2300000.0] |
| 8886 | (2300000.0, 2980949.0] |
| 8887 | (5750000.0, 6650000.0] |
| 8888 | (12189.999, 2300000.0] |
| 8889 | (2300000.0, 2980949.0] |
| 8890 | (5750000.0, 6650000.0] |
| 8891 | (2300000.0, 2980949.0] |
| 8892 | (6650000.0, 8045000.0] |
| 8893 | (2980949.0, 3400000.0] |
| 8894 | (12189.999, 2300000.0] |
| 8895 | (4600000.0, 5100000.0] |
| 8896 | (8045000.0, 11300000.0] |
| 8897 | (6650000.0, 8045000.0] |
| 8898 | (6650000.0, 8045000.0] |
| 8899 | (5100000.0, 5750000.0] |
| 8901 | (8045000.0, 11300000.0] |
| 8902 | (2300000.0, 2980949.0] |
| 8903 | (2980949.0, 3400000.0] |
| 8904 | (3400000.0, 3800000.0] |
| 8905 | (5100000.0, 5750000.0] |
| 8906 | (3400000.0, 3800000.0] |
| 8907 | (5750000.0, 6650000.0] |
| 8908 | (4200000.0, 4600000.0] |
| 8909 | (5750000.0, 6650000.0] |
| 8910 | (4600000.0, 5100000.0] |
| 8911 | (3800000.0, 4200000.0] |
| 8912 | (2980949.0, 3400000.0] |
| 8913 | (4200000.0, 4600000.0] |
| 8914 | (12189.999, 2300000.0] |
| 8915 | (3800000.0, 4200000.0] |
| 8916 | (12189.999, 2300000.0] |
| 8917 | (2300000.0, 2980949.0] |
| 8918 | (3400000.0, 3800000.0] |
| 8919 | (5750000.0, 6650000.0] |
| 8920 | (6650000.0, 8045000.0] |
| 8921 | (4200000.0, 4600000.0] |
| 8922 | (6650000.0, 8045000.0] |
| 8923 | (4200000.0, 4600000.0] |
| 8924 | (2300000.0, 2980949.0] |
| 8925 | (2300000.0, 2980949.0] |
| 8926 | (3800000.0, 4200000.0] |
| 8927 | (8045000.0, 11300000.0] |
| 8928 | (4600000.0, 5100000.0] |
| 8929 | (11300000.0, 330000000.0] |
| 8930 | (4200000.0, 4600000.0] |
| 8931 | (5100000.0, 5750000.0] |
| 8932 | (3800000.0, 4200000.0] |
| 8933 | (8045000.0, 11300000.0] |
| 8934 | (3400000.0, 3800000.0] |
| 8935 | (6650000.0, 8045000.0] |
| 8936 | (11300000.0, 330000000.0] |
| 8937 | (12189.999, 2300000.0] |
| 8938 | (2980949.0, 3400000.0] |
| 8939 | (6650000.0, 8045000.0] |
| 8940 | (4600000.0, 5100000.0] |
| 8941 | (6650000.0, 8045000.0] |
| 8942 | (3400000.0, 3800000.0] |
| 8943 | (8045000.0, 11300000.0] |
| 8944 | (8045000.0, 11300000.0] |
| 8945 | (3400000.0, 3800000.0] |
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| 9832 | (3400000.0, 3800000.0] |
| 9833 | (3800000.0, 4200000.0] |
| 9834 | (5750000.0, 6650000.0] |
| 9835 | (3400000.0, 3800000.0] |
| 9836 | (8045000.0, 11300000.0] |
| 9837 | (4200000.0, 4600000.0] |
| 9838 | (2300000.0, 2980949.0] |
| 9839 | (12189.999, 2300000.0] |
| 9840 | (3800000.0, 4200000.0] |
| 9841 | (11300000.0, 330000000.0] |
| 9842 | (3400000.0, 3800000.0] |
| 9843 | (6650000.0, 8045000.0] |
| 9844 | (2300000.0, 2980949.0] |
| 9845 | (4200000.0, 4600000.0] |
| 9846 | (11300000.0, 330000000.0] |
| 9847 | (3400000.0, 3800000.0] |
| 9848 | (2980949.0, 3400000.0] |
| 9849 | (2980949.0, 3400000.0] |
| 9850 | (4600000.0, 5100000.0] |
| 9851 | (4200000.0, 4600000.0] |
| 9852 | (8045000.0, 11300000.0] |
| 9853 | (2300000.0, 2980949.0] |
| 9854 | (6650000.0, 8045000.0] |
| 9855 | (3800000.0, 4200000.0] |
| 9856 | (11300000.0, 330000000.0] |
| 9857 | (11300000.0, 330000000.0] |
| 9858 | (3800000.0, 4200000.0] |
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| 9860 | (5750000.0, 6650000.0] |
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| 9864 | (2980949.0, 3400000.0] |
| 9865 | (6650000.0, 8045000.0] |
| 9866 | (4200000.0, 4600000.0] |
| 9867 | (6650000.0, 8045000.0] |
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| 9875 | (2980949.0, 3400000.0] |
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| 9877 | (2980949.0, 3400000.0] |
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| 9880 | (5100000.0, 5750000.0] |
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| 9883 | (4600000.0, 5100000.0] |
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| 9885 | (3400000.0, 3800000.0] |
| 9886 | (2300000.0, 2980949.0] |
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| 9890 | (6650000.0, 8045000.0] |
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| 9895 | (2980949.0, 3400000.0] |
| 9896 | (2300000.0, 2980949.0] |
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| 9900 | (4600000.0, 5100000.0] |
| 9901 | (5750000.0, 6650000.0] |
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| 9904 | (4200000.0, 4600000.0] |
| 9905 | (2980949.0, 3400000.0] |
| 9906 | (3800000.0, 4200000.0] |
| 9907 | (2300000.0, 2980949.0] |
| 9908 | (3800000.0, 4200000.0] |
| 9909 | (5750000.0, 6650000.0] |
| 9910 | (6650000.0, 8045000.0] |
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| 9913 | (2300000.0, 2980949.0] |
| 9914 | (3400000.0, 3800000.0] |
| 9915 | (8045000.0, 11300000.0] |
| 9916 | (6650000.0, 8045000.0] |
| 9917 | (6650000.0, 8045000.0] |
| 9918 | (5100000.0, 5750000.0] |
| 9919 | (6650000.0, 8045000.0] |
| 9920 | (3800000.0, 4200000.0] |
| 9921 | (5100000.0, 5750000.0] |
| 9922 | (3800000.0, 4200000.0] |
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| 9924 | (3800000.0, 4200000.0] |
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| 9926 | (2980949.0, 3400000.0] |
| 9927 | (5750000.0, 6650000.0] |
| 9928 | (11300000.0, 330000000.0] |
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| 9932 | (2300000.0, 2980949.0] |
| 9933 | (3800000.0, 4200000.0] |
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| 9935 | (2300000.0, 2980949.0] |
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| 9945 | (3400000.0, 3800000.0] |
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| 9948 | (4200000.0, 4600000.0] |
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| 9953 | (3800000.0, 4200000.0] |
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| 9955 | (2300000.0, 2980949.0] |
| 9956 | (5750000.0, 6650000.0] |
| 9957 | (3800000.0, 4200000.0] |
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| 9959 | (5100000.0, 5750000.0] |
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| 9962 | (5100000.0, 5750000.0] |
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| 9964 | (3400000.0, 3800000.0] |
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| 9966 | (5750000.0, 6650000.0] |
| 9967 | (6650000.0, 8045000.0] |
| 9968 | (6650000.0, 8045000.0] |
| 9969 | (5750000.0, 6650000.0] |
| 9970 | (2980949.0, 3400000.0] |
| 9971 | (8045000.0, 11300000.0] |
| 9972 | (2300000.0, 2980949.0] |
| 9973 | (5750000.0, 6650000.0] |
| 9974 | (6650000.0, 8045000.0] |
| 9975 | (5750000.0, 6650000.0] |
| 9976 | (4600000.0, 5100000.0] |
| 9977 | (3400000.0, 3800000.0] |
| 9978 | (5100000.0, 5750000.0] |
| 9980 | (2300000.0, 2980949.0] |
| 9981 | (2300000.0, 2980949.0] |
| 9982 | (3800000.0, 4200000.0] |
| 9983 | (6650000.0, 8045000.0] |
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| 9985 | (4600000.0, 5100000.0] |
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| 9987 | (6650000.0, 8045000.0] |
| 9988 | (6650000.0, 8045000.0] |
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| 9991 | (3800000.0, 4200000.0] |
| 9992 | (5750000.0, 6650000.0] |
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| 9994 | (5750000.0, 6650000.0] |
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| 9996 | (3800000.0, 4200000.0] |
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| 9998 | (5750000.0, 6650000.0] |
| 9999 | (6650000.0, 8045000.0] |
| 10000 | (11300000.0, 330000000.0] |
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| 10003 | (2300000.0, 2980949.0] |
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| 10007 | (2300000.0, 2980949.0] |
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| 10009 | (4200000.0, 4600000.0] |
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| 10017 | (3800000.0, 4200000.0] |
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| 10020 | (11300000.0, 330000000.0] |
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| 10026 | (3800000.0, 4200000.0] |
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| 10251 | (3800000.0, 4200000.0] |
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| 10253 | (11300000.0, 330000000.0] |
| 10254 | (6650000.0, 8045000.0] |
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| 10257 | (3400000.0, 3800000.0] |
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| 10270 | (5100000.0, 5750000.0] |
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| 10273 | (12189.999, 2300000.0] |
| 10274 | (3400000.0, 3800000.0] |
| 10275 | (5750000.0, 6650000.0] |
| 10276 | (2980949.0, 3400000.0] |
| 10277 | (5100000.0, 5750000.0] |
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| 10722 | (4200000.0, 4600000.0] |
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| 10724 | (8045000.0, 11300000.0] |
| 10725 | (2980949.0, 3400000.0] |
| 10726 | (5750000.0, 6650000.0] |
| 10727 | (4200000.0, 4600000.0] |
| 10728 | (2980949.0, 3400000.0] |
| 10729 | (12189.999, 2300000.0] |
| 10730 | (3800000.0, 4200000.0] |
| 10731 | (3400000.0, 3800000.0] |
| 10732 | (2300000.0, 2980949.0] |
| 10733 | (5750000.0, 6650000.0] |
| 10734 | (2980949.0, 3400000.0] |
| 10735 | (3800000.0, 4200000.0] |
| 10736 | (11300000.0, 330000000.0] |
| 10737 | (3800000.0, 4200000.0] |
| 10738 | (2980949.0, 3400000.0] |
| 10739 | (3800000.0, 4200000.0] |
| 10740 | (5100000.0, 5750000.0] |
| 10741 | (12189.999, 2300000.0] |
| 10742 | (2300000.0, 2980949.0] |
| 10743 | (4200000.0, 4600000.0] |
| 10744 | (5100000.0, 5750000.0] |
| 10745 | (8045000.0, 11300000.0] |
| 10746 | (11300000.0, 330000000.0] |
| 10747 | (8045000.0, 11300000.0] |
| 10748 | (12189.999, 2300000.0] |
| 10749 | (5100000.0, 5750000.0] |
| 10750 | (5750000.0, 6650000.0] |
| 10751 | (4200000.0, 4600000.0] |
| 10752 | (4600000.0, 5100000.0] |
| 10754 | (8045000.0, 11300000.0] |
| 10755 | (4200000.0, 4600000.0] |
| 10756 | (8045000.0, 11300000.0] |
| 10757 | (4600000.0, 5100000.0] |
| 10758 | (8045000.0, 11300000.0] |
| 10759 | (8045000.0, 11300000.0] |
| 10760 | (5750000.0, 6650000.0] |
| 10761 | (2980949.0, 3400000.0] |
| 10762 | (6650000.0, 8045000.0] |
| 10763 | (11300000.0, 330000000.0] |
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| 10765 | (4200000.0, 4600000.0] |
| 10766 | (3400000.0, 3800000.0] |
| 10767 | (11300000.0, 330000000.0] |
| 10768 | (12189.999, 2300000.0] |
| 10769 | (2300000.0, 2980949.0] |
| 10770 | (2300000.0, 2980949.0] |
| 10771 | (11300000.0, 330000000.0] |
| 10772 | (5100000.0, 5750000.0] |
| 10773 | (3400000.0, 3800000.0] |
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| 10775 | (5100000.0, 5750000.0] |
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| 10777 | (5750000.0, 6650000.0] |
| 10778 | (2980949.0, 3400000.0] |
| 10779 | (3800000.0, 4200000.0] |
| 10780 | (2980949.0, 3400000.0] |
| 10781 | (6650000.0, 8045000.0] |
| 10782 | (12189.999, 2300000.0] |
| 10783 | (2300000.0, 2980949.0] |
| 10784 | (4600000.0, 5100000.0] |
| 10785 | (11300000.0, 330000000.0] |
| 10786 | (5750000.0, 6650000.0] |
| 10787 | (3800000.0, 4200000.0] |
| 10788 | (2980949.0, 3400000.0] |
| 10790 | (5750000.0, 6650000.0] |
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| 10792 | (2300000.0, 2980949.0] |
| 10793 | (3400000.0, 3800000.0] |
| 10794 | (2300000.0, 2980949.0] |
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| 10796 | (6650000.0, 8045000.0] |
| 10797 | (2980949.0, 3400000.0] |
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| 10799 | (12189.999, 2300000.0] |
| 10800 | (8045000.0, 11300000.0] |
| 10801 | (2980949.0, 3400000.0] |
| 10802 | (4200000.0, 4600000.0] |
| 10803 | (3800000.0, 4200000.0] |
| 10804 | (6650000.0, 8045000.0] |
| 10805 | (8045000.0, 11300000.0] |
| 10806 | (2980949.0, 3400000.0] |
| 10807 | (12189.999, 2300000.0] |
| 10808 | (6650000.0, 8045000.0] |
| 10809 | (12189.999, 2300000.0] |
| 10810 | (8045000.0, 11300000.0] |
| 10811 | (3400000.0, 3800000.0] |
| 10812 | (11300000.0, 330000000.0] |
| 10813 | (2980949.0, 3400000.0] |
| 10814 | (3800000.0, 4200000.0] |
| 10815 | (6650000.0, 8045000.0] |
| 10816 | (4200000.0, 4600000.0] |
| 10817 | (12189.999, 2300000.0] |
| 10818 | (4200000.0, 4600000.0] |
| 10819 | (6650000.0, 8045000.0] |
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| 10821 | (3800000.0, 4200000.0] |
| 10822 | (11300000.0, 330000000.0] |
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| 10824 | (6650000.0, 8045000.0] |
| 10825 | (3800000.0, 4200000.0] |
| 10826 | (4600000.0, 5100000.0] |
| 10827 | (3400000.0, 3800000.0] |
| 10828 | (11300000.0, 330000000.0] |
| 10829 | (2980949.0, 3400000.0] |
| 10830 | (6650000.0, 8045000.0] |
| 10831 | (3400000.0, 3800000.0] |
| 10832 | (11300000.0, 330000000.0] |
| 10833 | (2300000.0, 2980949.0] |
| 10834 | (3800000.0, 4200000.0] |
| 10835 | (4600000.0, 5100000.0] |
| 10836 | (5750000.0, 6650000.0] |
| 10837 | (2980949.0, 3400000.0] |
| 10838 | (4200000.0, 4600000.0] |
| 10839 | (8045000.0, 11300000.0] |
| 10840 | (3800000.0, 4200000.0] |
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| 10845 | (8045000.0, 11300000.0] |
| 10846 | (8045000.0, 11300000.0] |
| 10847 | (12189.999, 2300000.0] |
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| 10849 | (3800000.0, 4200000.0] |
| 10850 | (4600000.0, 5100000.0] |
| 10851 | (11300000.0, 330000000.0] |
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| 10853 | (5100000.0, 5750000.0] |
| 10854 | (4200000.0, 4600000.0] |
| 10855 | (3400000.0, 3800000.0] |
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| 10857 | (4600000.0, 5100000.0] |
| 10858 | (11300000.0, 330000000.0] |
| 10859 | (12189.999, 2300000.0] |
| 10860 | (2980949.0, 3400000.0] |
| 10861 | (5750000.0, 6650000.0] |
| 10862 | (4200000.0, 4600000.0] |
| 10863 | (4600000.0, 5100000.0] |
| 10864 | (5750000.0, 6650000.0] |
| 10865 | (12189.999, 2300000.0] |
| 10866 | (4200000.0, 4600000.0] |
| 10868 | (3800000.0, 4200000.0] |
| 10869 | (6650000.0, 8045000.0] |
| 10870 | (2980949.0, 3400000.0] |
| 10871 | (2980949.0, 3400000.0] |
| 10872 | (6650000.0, 8045000.0] |
| 10873 | (3400000.0, 3800000.0] |
| 10874 | (8045000.0, 11300000.0] |
| 10875 | (2980949.0, 3400000.0] |
| 10876 | (2980949.0, 3400000.0] |
| 10877 | (6650000.0, 8045000.0] |
| 10878 | (4200000.0, 4600000.0] |
| 10879 | (6650000.0, 8045000.0] |
| 10881 | (2300000.0, 2980949.0] |
| 10882 | (2980949.0, 3400000.0] |
| 10883 | (3800000.0, 4200000.0] |
| 10884 | (11300000.0, 330000000.0] |
| 10885 | (5100000.0, 5750000.0] |
| 10886 | (11300000.0, 330000000.0] |
| 10887 | (4600000.0, 5100000.0] |
| 10888 | (11300000.0, 330000000.0] |
| 10889 | (3800000.0, 4200000.0] |
| 10890 | (4200000.0, 4600000.0] |
| 10891 | (11300000.0, 330000000.0] |
| 10892 | (4200000.0, 4600000.0] |
| 10893 | (11300000.0, 330000000.0] |
| 10894 | (2300000.0, 2980949.0] |
| 10895 | (2980949.0, 3400000.0] |
| 10896 | (3400000.0, 3800000.0] |
| 10897 | (2300000.0, 2980949.0] |
| 10898 | (6650000.0, 8045000.0] |
| 10899 | (12189.999, 2300000.0] |
| 10900 | (4600000.0, 5100000.0] |
| 10901 | (4200000.0, 4600000.0] |
| 10902 | (6650000.0, 8045000.0] |
| 10903 | (12189.999, 2300000.0] |
| 10904 | (12189.999, 2300000.0] |
| 10905 | (5750000.0, 6650000.0] |
| 10906 | (3800000.0, 4200000.0] |
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| 10908 | (3400000.0, 3800000.0] |
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| 10911 | (4200000.0, 4600000.0] |
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| 10914 | (6650000.0, 8045000.0] |
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| 10922 | (2980949.0, 3400000.0] |
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| 10945 | (12189.999, 2300000.0] |
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| 10947 | (2980949.0, 3400000.0] |
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| 10949 | (3800000.0, 4200000.0] |
| 10950 | (12189.999, 2300000.0] |
| 10951 | (2980949.0, 3400000.0] |
| 10952 | (2300000.0, 2980949.0] |
| 10953 | (4600000.0, 5100000.0] |
| 10954 | (5100000.0, 5750000.0] |
| 10955 | (4200000.0, 4600000.0] |
| 10956 | (2980949.0, 3400000.0] |
| 10957 | (2980949.0, 3400000.0] |
| 10958 | (2980949.0, 3400000.0] |
| 10959 | (2980949.0, 3400000.0] |
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| 10962 | (3800000.0, 4200000.0] |
| 10963 | (3400000.0, 3800000.0] |
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| 10965 | (8045000.0, 11300000.0] |
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| 10968 | (2300000.0, 2980949.0] |
| 10969 | (4200000.0, 4600000.0] |
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| 10972 | (2980949.0, 3400000.0] |
| 10973 | (4200000.0, 4600000.0] |
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| 10975 | (2300000.0, 2980949.0] |
| 10976 | (5100000.0, 5750000.0] |
| 10977 | (5100000.0, 5750000.0] |
| 10978 | (11300000.0, 330000000.0] |
| 10979 | (3400000.0, 3800000.0] |
| 10980 | (5750000.0, 6650000.0] |
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| 10982 | (2980949.0, 3400000.0] |
| 10984 | (6650000.0, 8045000.0] |
| 10985 | (3800000.0, 4200000.0] |
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| 10987 | (3400000.0, 3800000.0] |
| 10988 | (2300000.0, 2980949.0] |
| 10989 | (2980949.0, 3400000.0] |
| 10990 | (4200000.0, 4600000.0] |
| 10991 | (5750000.0, 6650000.0] |
| 10992 | (2300000.0, 2980949.0] |
| 10993 | (12189.999, 2300000.0] |
| 10994 | (8045000.0, 11300000.0] |
| 10995 | (12189.999, 2300000.0] |
| 10996 | (4600000.0, 5100000.0] |
| 10997 | (5750000.0, 6650000.0] |
| 10998 | (4600000.0, 5100000.0] |
| 10999 | (11300000.0, 330000000.0] |
| 11000 | (12189.999, 2300000.0] |
| 11001 | (2300000.0, 2980949.0] |
| 11002 | (5100000.0, 5750000.0] |
| 11003 | (2300000.0, 2980949.0] |
| 11004 | (8045000.0, 11300000.0] |
| 11005 | (4200000.0, 4600000.0] |
| 11006 | (5100000.0, 5750000.0] |
| 11007 | (12189.999, 2300000.0] |
| 11008 | (6650000.0, 8045000.0] |
| 11009 | (5100000.0, 5750000.0] |
| 11010 | (4200000.0, 4600000.0] |
| 11011 | (4600000.0, 5100000.0] |
| 11012 | (2300000.0, 2980949.0] |
| 11013 | (6650000.0, 8045000.0] |
| 11014 | (2300000.0, 2980949.0] |
| 11015 | (3400000.0, 3800000.0] |
| 11016 | (2300000.0, 2980949.0] |
| 11017 | (5750000.0, 6650000.0] |
| 11018 | (11300000.0, 330000000.0] |
| 11019 | (3800000.0, 4200000.0] |
| 11020 | (6650000.0, 8045000.0] |
| 11021 | (3400000.0, 3800000.0] |
| 11022 | (11300000.0, 330000000.0] |
| 11023 | (3400000.0, 3800000.0] |
| 11024 | (3400000.0, 3800000.0] |
| 11025 | (8045000.0, 11300000.0] |
| 11026 | (2300000.0, 2980949.0] |
| 11027 | (5100000.0, 5750000.0] |
| 11028 | (2980949.0, 3400000.0] |
| 11029 | (2980949.0, 3400000.0] |
| 11030 | (3400000.0, 3800000.0] |
| 11031 | (8045000.0, 11300000.0] |
| 11032 | (3400000.0, 3800000.0] |
| 11033 | (5100000.0, 5750000.0] |
| 11034 | (2980949.0, 3400000.0] |
| 11035 | (2300000.0, 2980949.0] |
| 11036 | (3800000.0, 4200000.0] |
| 11037 | (4600000.0, 5100000.0] |
| 11038 | (3400000.0, 3800000.0] |
| 11039 | (4200000.0, 4600000.0] |
| 11040 | (4200000.0, 4600000.0] |
| 11041 | (2980949.0, 3400000.0] |
| 11042 | (5750000.0, 6650000.0] |
| 11043 | (3400000.0, 3800000.0] |
| 11044 | (4200000.0, 4600000.0] |
| 11045 | (3800000.0, 4200000.0] |
| 11046 | (8045000.0, 11300000.0] |
| 11047 | (8045000.0, 11300000.0] |
| 11048 | (6650000.0, 8045000.0] |
| 11049 | (2980949.0, 3400000.0] |
| 11050 | (5100000.0, 5750000.0] |
| 11051 | (12189.999, 2300000.0] |
| 11052 | (5750000.0, 6650000.0] |
| 11053 | (5750000.0, 6650000.0] |
| 11054 | (2980949.0, 3400000.0] |
| 11055 | (8045000.0, 11300000.0] |
| 11056 | (5100000.0, 5750000.0] |
| 11057 | (2300000.0, 2980949.0] |
| 11058 | (4200000.0, 4600000.0] |
| 11059 | (11300000.0, 330000000.0] |
| 11060 | (8045000.0, 11300000.0] |
| 11061 | (5750000.0, 6650000.0] |
| 11062 | (2300000.0, 2980949.0] |
| 11063 | (3400000.0, 3800000.0] |
| 11064 | (2980949.0, 3400000.0] |
| 11065 | (4600000.0, 5100000.0] |
| 11066 | (4600000.0, 5100000.0] |
| 11067 | (4200000.0, 4600000.0] |
| 11068 | (8045000.0, 11300000.0] |
| 11069 | (2980949.0, 3400000.0] |
| 11070 | (2980949.0, 3400000.0] |
| 11071 | (4200000.0, 4600000.0] |
| 11072 | (2980949.0, 3400000.0] |
| 11073 | (6650000.0, 8045000.0] |
| 11074 | (4600000.0, 5100000.0] |
| 11075 | (11300000.0, 330000000.0] |
| 11076 | (3800000.0, 4200000.0] |
| 11077 | (4600000.0, 5100000.0] |
| 11078 | (2300000.0, 2980949.0] |
| 11079 | (8045000.0, 11300000.0] |
| 11080 | (2300000.0, 2980949.0] |
| 11081 | (2980949.0, 3400000.0] |
| 11082 | (2300000.0, 2980949.0] |
| 11083 | (4600000.0, 5100000.0] |
| 11084 | (5100000.0, 5750000.0] |
| 11085 | (4600000.0, 5100000.0] |
| 11086 | (5750000.0, 6650000.0] |
| 11088 | (6650000.0, 8045000.0] |
| 11089 | (8045000.0, 11300000.0] |
| 11090 | (12189.999, 2300000.0] |
| 11091 | (2980949.0, 3400000.0] |
| 11092 | (4200000.0, 4600000.0] |
| 11093 | (4200000.0, 4600000.0] |
| 11094 | (8045000.0, 11300000.0] |
| 11095 | (4600000.0, 5100000.0] |
| 11096 | (2300000.0, 2980949.0] |
| 11097 | (3400000.0, 3800000.0] |
| 11098 | (11300000.0, 330000000.0] |
| 11099 | (5750000.0, 6650000.0] |
| 11100 | (4600000.0, 5100000.0] |
| 11101 | (2300000.0, 2980949.0] |
| 11102 | (12189.999, 2300000.0] |
| 11103 | (5750000.0, 6650000.0] |
| 11104 | (2300000.0, 2980949.0] |
| 11105 | (4200000.0, 4600000.0] |
| 11106 | (2980949.0, 3400000.0] |
| 11107 | (6650000.0, 8045000.0] |
| 11108 | (12189.999, 2300000.0] |
| 11109 | (12189.999, 2300000.0] |
| 11110 | (5100000.0, 5750000.0] |
| 11111 | (8045000.0, 11300000.0] |
| 11112 | (8045000.0, 11300000.0] |
| 11113 | (4200000.0, 4600000.0] |
| 11114 | (12189.999, 2300000.0] |
| 11115 | (4200000.0, 4600000.0] |
| 11116 | (4200000.0, 4600000.0] |
| 11117 | (6650000.0, 8045000.0] |
| 11118 | (12189.999, 2300000.0] |
| 11119 | (8045000.0, 11300000.0] |
| 11120 | (3400000.0, 3800000.0] |
| 11121 | (4600000.0, 5100000.0] |
| 11122 | (6650000.0, 8045000.0] |
| 11123 | (3800000.0, 4200000.0] |
| 11124 | (5100000.0, 5750000.0] |
| 11125 | (3400000.0, 3800000.0] |
| 11126 | (4200000.0, 4600000.0] |
| 11127 | (3800000.0, 4200000.0] |
| 11128 | (8045000.0, 11300000.0] |
| 11130 | (8045000.0, 11300000.0] |
| 11131 | (8045000.0, 11300000.0] |
| 11132 | (11300000.0, 330000000.0] |
| 11133 | (4600000.0, 5100000.0] |
| 11134 | (3400000.0, 3800000.0] |
| 11135 | (6650000.0, 8045000.0] |
| 11136 | (2980949.0, 3400000.0] |
| 11137 | (5100000.0, 5750000.0] |
| 11138 | (2980949.0, 3400000.0] |
| 11139 | (2980949.0, 3400000.0] |
| 11140 | (2300000.0, 2980949.0] |
| 11141 | (4200000.0, 4600000.0] |
| 11142 | (11300000.0, 330000000.0] |
| 11143 | (3800000.0, 4200000.0] |
| 11144 | (2980949.0, 3400000.0] |
| 11145 | (4600000.0, 5100000.0] |
| 11146 | (6650000.0, 8045000.0] |
| 11147 | (2980949.0, 3400000.0] |
| 11148 | (6650000.0, 8045000.0] |
| 11149 | (11300000.0, 330000000.0] |
| 11150 | (3400000.0, 3800000.0] |
| 11151 | (11300000.0, 330000000.0] |
| 11152 | (2300000.0, 2980949.0] |
| 11153 | (11300000.0, 330000000.0] |
| 11154 | (12189.999, 2300000.0] |
| 11155 | (4200000.0, 4600000.0] |
| 11156 | (2980949.0, 3400000.0] |
| 11157 | (2300000.0, 2980949.0] |
| 11158 | (4600000.0, 5100000.0] |
| 11159 | (12189.999, 2300000.0] |
| 11160 | (4200000.0, 4600000.0] |
| 11161 | (3800000.0, 4200000.0] |
| 11162 | (2980949.0, 3400000.0] |
| 11163 | (3400000.0, 3800000.0] |
| 11164 | (4200000.0, 4600000.0] |
| 11165 | (8045000.0, 11300000.0] |
| 11166 | (5750000.0, 6650000.0] |
| 11167 | (8045000.0, 11300000.0] |
| 11168 | (4600000.0, 5100000.0] |
| 11169 | (5750000.0, 6650000.0] |
| 11170 | (3400000.0, 3800000.0] |
| 11171 | (5100000.0, 5750000.0] |
| 11172 | (2980949.0, 3400000.0] |
| 11173 | (4600000.0, 5100000.0] |
| 11174 | (3800000.0, 4200000.0] |
| 11175 | (5750000.0, 6650000.0] |
| 11176 | (11300000.0, 330000000.0] |
| 11177 | (2980949.0, 3400000.0] |
| 11178 | (3800000.0, 4200000.0] |
| 11179 | (3400000.0, 3800000.0] |
| 11180 | (5750000.0, 6650000.0] |
| 11181 | (12189.999, 2300000.0] |
| 11182 | (2980949.0, 3400000.0] |
| 11183 | (4600000.0, 5100000.0] |
| 11184 | (4600000.0, 5100000.0] |
| 11185 | (2300000.0, 2980949.0] |
| 11186 | (5750000.0, 6650000.0] |
| 11187 | (6650000.0, 8045000.0] |
| 11188 | (3400000.0, 3800000.0] |
| 11189 | (5750000.0, 6650000.0] |
| 11190 | (2980949.0, 3400000.0] |
| 11191 | (4200000.0, 4600000.0] |
| 11192 | (5100000.0, 5750000.0] |
| 11193 | (5750000.0, 6650000.0] |
| 11194 | (12189.999, 2300000.0] |
| 11195 | (4600000.0, 5100000.0] |
| 11196 | (5100000.0, 5750000.0] |
| 11197 | (11300000.0, 330000000.0] |
| 11198 | (4600000.0, 5100000.0] |
| 11199 | (11300000.0, 330000000.0] |
| 11200 | (4200000.0, 4600000.0] |
| 11201 | (3800000.0, 4200000.0] |
| 11202 | (5100000.0, 5750000.0] |
| 11203 | (5100000.0, 5750000.0] |
| 11204 | (3400000.0, 3800000.0] |
| 11205 | (5100000.0, 5750000.0] |
| 11206 | (2980949.0, 3400000.0] |
| 11207 | (6650000.0, 8045000.0] |
| 11208 | (3400000.0, 3800000.0] |
| 11209 | (8045000.0, 11300000.0] |
| 11210 | (4200000.0, 4600000.0] |
| 11211 | (12189.999, 2300000.0] |
| 11212 | (6650000.0, 8045000.0] |
| 11213 | (6650000.0, 8045000.0] |
| 11214 | (3400000.0, 3800000.0] |
| 11215 | (3400000.0, 3800000.0] |
| 11216 | (5750000.0, 6650000.0] |
| 11217 | (2300000.0, 2980949.0] |
| 11218 | (8045000.0, 11300000.0] |
| 11219 | (6650000.0, 8045000.0] |
| 11220 | (5750000.0, 6650000.0] |
| 11221 | (6650000.0, 8045000.0] |
| 11222 | (5100000.0, 5750000.0] |
| 11223 | (4600000.0, 5100000.0] |
| 11224 | (5100000.0, 5750000.0] |
| 11225 | (5750000.0, 6650000.0] |
| 11226 | (8045000.0, 11300000.0] |
| 11227 | (5750000.0, 6650000.0] |
| 11228 | (4200000.0, 4600000.0] |
| 11229 | (5750000.0, 6650000.0] |
| 11230 | (2980949.0, 3400000.0] |
| 11231 | (4200000.0, 4600000.0] |
| 11232 | (3800000.0, 4200000.0] |
| 11233 | (8045000.0, 11300000.0] |
| 11234 | (4600000.0, 5100000.0] |
| 11235 | (3400000.0, 3800000.0] |
| 11236 | (2980949.0, 3400000.0] |
| 11237 | (2300000.0, 2980949.0] |
| 11238 | (4200000.0, 4600000.0] |
| 11239 | (8045000.0, 11300000.0] |
| 11240 | (3400000.0, 3800000.0] |
| 11241 | (6650000.0, 8045000.0] |
| 11242 | (12189.999, 2300000.0] |
| 11243 | (6650000.0, 8045000.0] |
| 11244 | (4200000.0, 4600000.0] |
| 11245 | (8045000.0, 11300000.0] |
| 11246 | (12189.999, 2300000.0] |
| 11247 | (5750000.0, 6650000.0] |
| 11248 | (5750000.0, 6650000.0] |
| 11249 | (3800000.0, 4200000.0] |
| 11250 | (2300000.0, 2980949.0] |
| 11251 | (11300000.0, 330000000.0] |
| 11252 | (2300000.0, 2980949.0] |
| 11253 | (4600000.0, 5100000.0] |
| 11254 | (2300000.0, 2980949.0] |
| 11255 | (4200000.0, 4600000.0] |
| 11256 | (4600000.0, 5100000.0] |
| 11257 | (8045000.0, 11300000.0] |
| 11258 | (3800000.0, 4200000.0] |
| 11259 | (12189.999, 2300000.0] |
| 11260 | (2300000.0, 2980949.0] |
| 11261 | (5100000.0, 5750000.0] |
| 11262 | (3400000.0, 3800000.0] |
| 11263 | (11300000.0, 330000000.0] |
| 11264 | (3400000.0, 3800000.0] |
| 11265 | (2300000.0, 2980949.0] |
| 11266 | (3800000.0, 4200000.0] |
| 11267 | (4200000.0, 4600000.0] |
| 11268 | (4200000.0, 4600000.0] |
| 11269 | (3400000.0, 3800000.0] |
| 11270 | (2300000.0, 2980949.0] |
| 11271 | (4200000.0, 4600000.0] |
| 11272 | (4600000.0, 5100000.0] |
| 11273 | (8045000.0, 11300000.0] |
| 11274 | (11300000.0, 330000000.0] |
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| 11276 | (5750000.0, 6650000.0] |
| 11277 | (4200000.0, 4600000.0] |
| 11278 | (4200000.0, 4600000.0] |
| 11279 | (11300000.0, 330000000.0] |
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| 11282 | (3400000.0, 3800000.0] |
| 11283 | (5100000.0, 5750000.0] |
| 11284 | (2980949.0, 3400000.0] |
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| 11286 | (4600000.0, 5100000.0] |
| 11287 | (4200000.0, 4600000.0] |
| 11288 | (2980949.0, 3400000.0] |
| 11289 | (3400000.0, 3800000.0] |
| 11290 | (3400000.0, 3800000.0] |
| 11291 | (8045000.0, 11300000.0] |
| 11293 | (3400000.0, 3800000.0] |
| 11294 | (5750000.0, 6650000.0] |
| 11295 | (5100000.0, 5750000.0] |
| 11296 | (5100000.0, 5750000.0] |
| 11297 | (2300000.0, 2980949.0] |
| 11298 | (11300000.0, 330000000.0] |
| 11299 | (5100000.0, 5750000.0] |
| 11300 | (12189.999, 2300000.0] |
| 11301 | (12189.999, 2300000.0] |
| 11302 | (11300000.0, 330000000.0] |
| 11303 | (12189.999, 2300000.0] |
| 11304 | (4600000.0, 5100000.0] |
| 11305 | (11300000.0, 330000000.0] |
| 11306 | (2980949.0, 3400000.0] |
| 11307 | (5750000.0, 6650000.0] |
| 11308 | (8045000.0, 11300000.0] |
| 11309 | (11300000.0, 330000000.0] |
| 11310 | (11300000.0, 330000000.0] |
| 11311 | (5750000.0, 6650000.0] |
| 11312 | (5750000.0, 6650000.0] |
| 11313 | (2980949.0, 3400000.0] |
| 11314 | (6650000.0, 8045000.0] |
| 11315 | (11300000.0, 330000000.0] |
| 11316 | (2300000.0, 2980949.0] |
| 11317 | (3800000.0, 4200000.0] |
| 11318 | (8045000.0, 11300000.0] |
| 11320 | (4600000.0, 5100000.0] |
| 11321 | (12189.999, 2300000.0] |
| 11322 | (3800000.0, 4200000.0] |
| 11323 | (5750000.0, 6650000.0] |
| 11324 | (6650000.0, 8045000.0] |
| 11325 | (5100000.0, 5750000.0] |
| 11326 | (6650000.0, 8045000.0] |
| 11327 | (6650000.0, 8045000.0] |
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| 11330 | (4200000.0, 4600000.0] |
| 11331 | (12189.999, 2300000.0] |
| 11332 | (8045000.0, 11300000.0] |
| 11333 | (12189.999, 2300000.0] |
| 11334 | (5100000.0, 5750000.0] |
| 11335 | (11300000.0, 330000000.0] |
| 11336 | (11300000.0, 330000000.0] |
| 11338 | (3400000.0, 3800000.0] |
| 11339 | (4200000.0, 4600000.0] |
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| 11348 | (2300000.0, 2980949.0] |
| 11349 | (12189.999, 2300000.0] |
| 11350 | (4600000.0, 5100000.0] |
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| 11352 | (2980949.0, 3400000.0] |
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| 11354 | (5100000.0, 5750000.0] |
| 11355 | (3800000.0, 4200000.0] |
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| 11370 | (2300000.0, 2980949.0] |
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| 11381 | (11300000.0, 330000000.0] |
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| 11384 | (5750000.0, 6650000.0] |
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| 11390 | (4200000.0, 4600000.0] |
| 11391 | (3800000.0, 4200000.0] |
| 11392 | (5100000.0, 5750000.0] |
| 11393 | (3400000.0, 3800000.0] |
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| 11395 | (5750000.0, 6650000.0] |
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| 11398 | (12189.999, 2300000.0] |
| 11399 | (12189.999, 2300000.0] |
| 11400 | (5100000.0, 5750000.0] |
| 11401 | (6650000.0, 8045000.0] |
| 11402 | (3400000.0, 3800000.0] |
| 11403 | (5750000.0, 6650000.0] |
| 11404 | (5750000.0, 6650000.0] |
| 11405 | (6650000.0, 8045000.0] |
| 11406 | (2980949.0, 3400000.0] |
| 11407 | (12189.999, 2300000.0] |
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| 11409 | (8045000.0, 11300000.0] |
| 11410 | (2980949.0, 3400000.0] |
| 11411 | (12189.999, 2300000.0] |
| 11412 | (8045000.0, 11300000.0] |
| 11413 | (11300000.0, 330000000.0] |
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| 11415 | (3400000.0, 3800000.0] |
| 11416 | (3400000.0, 3800000.0] |
| 11417 | (5750000.0, 6650000.0] |
| 11418 | (4600000.0, 5100000.0] |
| 11419 | (2300000.0, 2980949.0] |
| 11420 | (4600000.0, 5100000.0] |
| 11421 | (2980949.0, 3400000.0] |
| 11422 | (3400000.0, 3800000.0] |
| 11423 | (3800000.0, 4200000.0] |
| 11424 | (5750000.0, 6650000.0] |
| 11426 | (3400000.0, 3800000.0] |
| 11427 | (12189.999, 2300000.0] |
| 11428 | (8045000.0, 11300000.0] |
| 11429 | (6650000.0, 8045000.0] |
| 11430 | (11300000.0, 330000000.0] |
| 11431 | (5750000.0, 6650000.0] |
| 11432 | (6650000.0, 8045000.0] |
| 11433 | (5100000.0, 5750000.0] |
| 11434 | (2980949.0, 3400000.0] |
| 11435 | (5100000.0, 5750000.0] |
| 11437 | (12189.999, 2300000.0] |
| 11439 | (4600000.0, 5100000.0] |
| 11440 | (3400000.0, 3800000.0] |
| 11441 | (4200000.0, 4600000.0] |
| 11442 | (4600000.0, 5100000.0] |
| 11443 | (4200000.0, 4600000.0] |
| 11444 | (8045000.0, 11300000.0] |
| 11445 | (4200000.0, 4600000.0] |
| 11446 | (3800000.0, 4200000.0] |
| 11447 | (2300000.0, 2980949.0] |
| 11448 | (5750000.0, 6650000.0] |
| 11449 | (6650000.0, 8045000.0] |
| 11450 | (5750000.0, 6650000.0] |
| 11451 | (11300000.0, 330000000.0] |
| 11452 | (12189.999, 2300000.0] |
| 11453 | (6650000.0, 8045000.0] |
| 11454 | (5750000.0, 6650000.0] |
| 11455 | (4200000.0, 4600000.0] |
| 11456 | (4200000.0, 4600000.0] |
| 11457 | (11300000.0, 330000000.0] |
| 11458 | (5750000.0, 6650000.0] |
| 11459 | (6650000.0, 8045000.0] |
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| 11461 | (5100000.0, 5750000.0] |
| 11462 | (4200000.0, 4600000.0] |
| 11463 | (12189.999, 2300000.0] |
| 11464 | (3400000.0, 3800000.0] |
| 11465 | (4600000.0, 5100000.0] |
| 11466 | (4600000.0, 5100000.0] |
| 11467 | (4600000.0, 5100000.0] |
| 11468 | (6650000.0, 8045000.0] |
| 11469 | (8045000.0, 11300000.0] |
| 11470 | (2300000.0, 2980949.0] |
| 11471 | (5100000.0, 5750000.0] |
| 11472 | (5100000.0, 5750000.0] |
| 11473 | (5750000.0, 6650000.0] |
| 11474 | (5750000.0, 6650000.0] |
| 11475 | (2300000.0, 2980949.0] |
| 11476 | (3800000.0, 4200000.0] |
| 11477 | (2980949.0, 3400000.0] |
| 11478 | (11300000.0, 330000000.0] |
| 11479 | (3800000.0, 4200000.0] |
| 11480 | (3800000.0, 4200000.0] |
| 11481 | (11300000.0, 330000000.0] |
| 11482 | (5750000.0, 6650000.0] |
| 11483 | (4200000.0, 4600000.0] |
| 11484 | (12189.999, 2300000.0] |
| 11485 | (4200000.0, 4600000.0] |
| 11486 | (4600000.0, 5100000.0] |
| 11487 | (11300000.0, 330000000.0] |
| 11488 | (2300000.0, 2980949.0] |
| 11489 | (5750000.0, 6650000.0] |
| 11490 | (5750000.0, 6650000.0] |
| 11491 | (12189.999, 2300000.0] |
| 11492 | (11300000.0, 330000000.0] |
| 11493 | (5100000.0, 5750000.0] |
| 11494 | (6650000.0, 8045000.0] |
| 11495 | (4200000.0, 4600000.0] |
| 11496 | (2300000.0, 2980949.0] |
| 11497 | (3800000.0, 4200000.0] |
| 11498 | (8045000.0, 11300000.0] |
| 11499 | (11300000.0, 330000000.0] |
| 11500 | (2300000.0, 2980949.0] |
| 11501 | (4600000.0, 5100000.0] |
| 11502 | (5100000.0, 5750000.0] |
| 11503 | (11300000.0, 330000000.0] |
| 11504 | (8045000.0, 11300000.0] |
| 11505 | (3400000.0, 3800000.0] |
| 11506 | (2980949.0, 3400000.0] |
| 11507 | (4200000.0, 4600000.0] |
| 11508 | (3800000.0, 4200000.0] |
| 11509 | (6650000.0, 8045000.0] |
| 11510 | (5750000.0, 6650000.0] |
| 11511 | (5100000.0, 5750000.0] |
| 11512 | (12189.999, 2300000.0] |
| 11513 | (4600000.0, 5100000.0] |
| 11514 | (4200000.0, 4600000.0] |
| 11515 | (3400000.0, 3800000.0] |
| 11516 | (5100000.0, 5750000.0] |
| 11517 | (8045000.0, 11300000.0] |
| 11518 | (3400000.0, 3800000.0] |
| 11519 | (4200000.0, 4600000.0] |
| 11520 | (2300000.0, 2980949.0] |
| 11521 | (5100000.0, 5750000.0] |
| 11522 | (6650000.0, 8045000.0] |
| 11523 | (5100000.0, 5750000.0] |
| 11524 | (6650000.0, 8045000.0] |
| 11525 | (4200000.0, 4600000.0] |
| 11526 | (3400000.0, 3800000.0] |
| 11527 | (2980949.0, 3400000.0] |
| 11528 | (11300000.0, 330000000.0] |
| 11529 | (2300000.0, 2980949.0] |
| 11530 | (11300000.0, 330000000.0] |
| 11531 | (8045000.0, 11300000.0] |
| 11532 | (3400000.0, 3800000.0] |
| 11533 | (11300000.0, 330000000.0] |
| 11534 | (5100000.0, 5750000.0] |
| 11535 | (4600000.0, 5100000.0] |
| 11536 | (2980949.0, 3400000.0] |
| 11537 | (4200000.0, 4600000.0] |
| 11538 | (6650000.0, 8045000.0] |
| 11539 | (4600000.0, 5100000.0] |
| 11540 | (4600000.0, 5100000.0] |
| 11541 | (12189.999, 2300000.0] |
| 11542 | (4600000.0, 5100000.0] |
| 11543 | (4200000.0, 4600000.0] |
| 11544 | (2300000.0, 2980949.0] |
| 11545 | (2980949.0, 3400000.0] |
| 11546 | (4600000.0, 5100000.0] |
| 11547 | (4600000.0, 5100000.0] |
| 11548 | (3800000.0, 4200000.0] |
| 11549 | (5750000.0, 6650000.0] |
| 11550 | (12189.999, 2300000.0] |
| 11551 | (11300000.0, 330000000.0] |
| 11552 | (5750000.0, 6650000.0] |
| 11553 | (5750000.0, 6650000.0] |
| 11554 | (5100000.0, 5750000.0] |
| 11555 | (2300000.0, 2980949.0] |
| 11556 | (12189.999, 2300000.0] |
| 11557 | (3400000.0, 3800000.0] |
| 11558 | (2300000.0, 2980949.0] |
| 11559 | (4600000.0, 5100000.0] |
| 11560 | (11300000.0, 330000000.0] |
| 11561 | (12189.999, 2300000.0] |
| 11562 | (4600000.0, 5100000.0] |
| 11563 | (12189.999, 2300000.0] |
| 11564 | (5750000.0, 6650000.0] |
| 11565 | (5750000.0, 6650000.0] |
| 11566 | (2300000.0, 2980949.0] |
| 11567 | (6650000.0, 8045000.0] |
| 11568 | (6650000.0, 8045000.0] |
| 11570 | (5100000.0, 5750000.0] |
| 11571 | (6650000.0, 8045000.0] |
| 11572 | (3400000.0, 3800000.0] |
| 11573 | (5100000.0, 5750000.0] |
| 11574 | (4200000.0, 4600000.0] |
| 11575 | (8045000.0, 11300000.0] |
| 11576 | (4600000.0, 5100000.0] |
| 11577 | (3800000.0, 4200000.0] |
| 11578 | (3800000.0, 4200000.0] |
| 11579 | (4200000.0, 4600000.0] |
| 11580 | (6650000.0, 8045000.0] |
| 11581 | (6650000.0, 8045000.0] |
| 11582 | (2300000.0, 2980949.0] |
| 11583 | (5750000.0, 6650000.0] |
| 11584 | (12189.999, 2300000.0] |
| 11585 | (8045000.0, 11300000.0] |
| 11586 | (3400000.0, 3800000.0] |
| 11587 | (11300000.0, 330000000.0] |
| 11588 | (4200000.0, 4600000.0] |
| 11589 | (4200000.0, 4600000.0] |
| 11590 | (5100000.0, 5750000.0] |
| 11591 | (8045000.0, 11300000.0] |
| 11592 | (3400000.0, 3800000.0] |
| 11593 | (3400000.0, 3800000.0] |
| 11594 | (5100000.0, 5750000.0] |
| 11595 | (5750000.0, 6650000.0] |
| 11596 | (2300000.0, 2980949.0] |
| 11597 | (11300000.0, 330000000.0] |
| 11598 | (6650000.0, 8045000.0] |
| 11599 | (5750000.0, 6650000.0] |
| 11600 | (5750000.0, 6650000.0] |
| 11601 | (2980949.0, 3400000.0] |
| 11602 | (2980949.0, 3400000.0] |
| 11603 | (2300000.0, 2980949.0] |
| 11604 | (6650000.0, 8045000.0] |
| 11605 | (3800000.0, 4200000.0] |
| 11606 | (6650000.0, 8045000.0] |
| 11607 | (11300000.0, 330000000.0] |
| 11608 | (4200000.0, 4600000.0] |
| 11609 | (4600000.0, 5100000.0] |
| 11610 | (3800000.0, 4200000.0] |
| 11611 | (5750000.0, 6650000.0] |
| 11612 | (3800000.0, 4200000.0] |
| 11613 | (12189.999, 2300000.0] |
| 11614 | (4600000.0, 5100000.0] |
| 11615 | (2980949.0, 3400000.0] |
| 11616 | (8045000.0, 11300000.0] |
| 11617 | (3400000.0, 3800000.0] |
| 11618 | (3800000.0, 4200000.0] |
| 11619 | (2300000.0, 2980949.0] |
| 11620 | (2300000.0, 2980949.0] |
| 11621 | (5750000.0, 6650000.0] |
| 11622 | (2980949.0, 3400000.0] |
| 11623 | (5750000.0, 6650000.0] |
| 11624 | (3400000.0, 3800000.0] |
| 11625 | (2980949.0, 3400000.0] |
| 11626 | (4200000.0, 4600000.0] |
| 11627 | (8045000.0, 11300000.0] |
| 11628 | (5750000.0, 6650000.0] |
| 11629 | (4200000.0, 4600000.0] |
| 11630 | (5750000.0, 6650000.0] |
| 11631 | (2980949.0, 3400000.0] |
| 11632 | (3400000.0, 3800000.0] |
| 11633 | (3400000.0, 3800000.0] |
| 11635 | (4200000.0, 4600000.0] |
| 11636 | (8045000.0, 11300000.0] |
| 11637 | (2980949.0, 3400000.0] |
| 11638 | (3400000.0, 3800000.0] |
| 11639 | (5100000.0, 5750000.0] |
| 11640 | (11300000.0, 330000000.0] |
| 11641 | (3400000.0, 3800000.0] |
| 11642 | (12189.999, 2300000.0] |
| 11643 | (5100000.0, 5750000.0] |
| 11644 | (8045000.0, 11300000.0] |
| 11645 | (4600000.0, 5100000.0] |
| 11646 | (12189.999, 2300000.0] |
| 11647 | (3800000.0, 4200000.0] |
| 11648 | (3800000.0, 4200000.0] |
| 11649 | (4200000.0, 4600000.0] |
| 11650 | (3800000.0, 4200000.0] |
| 11651 | (8045000.0, 11300000.0] |
| 11652 | (4600000.0, 5100000.0] |
| 11653 | (4200000.0, 4600000.0] |
| 11654 | (12189.999, 2300000.0] |
| 11655 | (5100000.0, 5750000.0] |
| 11656 | (3400000.0, 3800000.0] |
| 11657 | (2300000.0, 2980949.0] |
| 11658 | (8045000.0, 11300000.0] |
| 11659 | (4600000.0, 5100000.0] |
| 11660 | (12189.999, 2300000.0] |
| 11661 | (6650000.0, 8045000.0] |
| 11662 | (3800000.0, 4200000.0] |
| 11663 | (4200000.0, 4600000.0] |
| 11664 | (5750000.0, 6650000.0] |
| 11665 | (6650000.0, 8045000.0] |
| 11666 | (2980949.0, 3400000.0] |
| 11667 | (11300000.0, 330000000.0] |
| 11668 | (4200000.0, 4600000.0] |
| 11669 | (5100000.0, 5750000.0] |
| 11670 | (8045000.0, 11300000.0] |
| 11671 | (5750000.0, 6650000.0] |
| 11672 | (12189.999, 2300000.0] |
| 11673 | (8045000.0, 11300000.0] |
| 11674 | (4600000.0, 5100000.0] |
| 11675 | (4200000.0, 4600000.0] |
| 11676 | (8045000.0, 11300000.0] |
| 11677 | (4200000.0, 4600000.0] |
| 11678 | (2980949.0, 3400000.0] |
| 11679 | (8045000.0, 11300000.0] |
| 11680 | (12189.999, 2300000.0] |
| 11681 | (4600000.0, 5100000.0] |
| 11682 | (2980949.0, 3400000.0] |
| 11683 | (8045000.0, 11300000.0] |
| 11684 | (2980949.0, 3400000.0] |
| 11685 | (8045000.0, 11300000.0] |
| 11687 | (4200000.0, 4600000.0] |
| 11688 | (4600000.0, 5100000.0] |
| 11689 | (4600000.0, 5100000.0] |
| 11690 | (3400000.0, 3800000.0] |
| 11691 | (4600000.0, 5100000.0] |
| 11692 | (2300000.0, 2980949.0] |
| 11693 | (2980949.0, 3400000.0] |
| 11694 | (8045000.0, 11300000.0] |
| 11695 | (12189.999, 2300000.0] |
| 11696 | (4200000.0, 4600000.0] |
| 11697 | (5100000.0, 5750000.0] |
| 11698 | (2300000.0, 2980949.0] |
| 11699 | (6650000.0, 8045000.0] |
| 11700 | (2980949.0, 3400000.0] |
| 11701 | (6650000.0, 8045000.0] |
| 11702 | (4600000.0, 5100000.0] |
| 11703 | (8045000.0, 11300000.0] |
| 11704 | (2980949.0, 3400000.0] |
| 11705 | (2980949.0, 3400000.0] |
| 11706 | (4200000.0, 4600000.0] |
| 11707 | (4200000.0, 4600000.0] |
| 11708 | (3400000.0, 3800000.0] |
| 11709 | (4200000.0, 4600000.0] |
| 11710 | (11300000.0, 330000000.0] |
| 11711 | (5750000.0, 6650000.0] |
| 11712 | (8045000.0, 11300000.0] |
| 11713 | (2980949.0, 3400000.0] |
| 11714 | (8045000.0, 11300000.0] |
| 11715 | (4600000.0, 5100000.0] |
| 11716 | (5100000.0, 5750000.0] |
| 11717 | (3800000.0, 4200000.0] |
| 11718 | (12189.999, 2300000.0] |
| 11719 | (3400000.0, 3800000.0] |
| 11720 | (5750000.0, 6650000.0] |
| 11721 | (3400000.0, 3800000.0] |
| 11722 | (2300000.0, 2980949.0] |
| 11724 | (3800000.0, 4200000.0] |
| 11725 | (5100000.0, 5750000.0] |
| 11726 | (4600000.0, 5100000.0] |
| 11727 | (5750000.0, 6650000.0] |
| 11728 | (4600000.0, 5100000.0] |
| 11729 | (2980949.0, 3400000.0] |
| 11730 | (4200000.0, 4600000.0] |
| 11731 | (5750000.0, 6650000.0] |
| 11732 | (4200000.0, 4600000.0] |
| 11733 | (5750000.0, 6650000.0] |
| 11734 | (3800000.0, 4200000.0] |
| 11735 | (6650000.0, 8045000.0] |
| 11736 | (3800000.0, 4200000.0] |
| 11737 | (3800000.0, 4200000.0] |
| 11738 | (2980949.0, 3400000.0] |
| 11739 | (2300000.0, 2980949.0] |
| 11740 | (5100000.0, 5750000.0] |
| 11741 | (4200000.0, 4600000.0] |
| 11742 | (12189.999, 2300000.0] |
| 11743 | (5100000.0, 5750000.0] |
| 11744 | (3400000.0, 3800000.0] |
| 11745 | (5750000.0, 6650000.0] |
| 11746 | (12189.999, 2300000.0] |
| 11748 | (11300000.0, 330000000.0] |
| 11749 | (3400000.0, 3800000.0] |
| 11750 | (4200000.0, 4600000.0] |
| 11751 | (8045000.0, 11300000.0] |
| 11752 | (2300000.0, 2980949.0] |
| 11753 | (8045000.0, 11300000.0] |
| 11754 | (11300000.0, 330000000.0] |
| 11755 | (3800000.0, 4200000.0] |
| 11756 | (5750000.0, 6650000.0] |
| 11757 | (3800000.0, 4200000.0] |
| 11758 | (3800000.0, 4200000.0] |
| 11759 | (4600000.0, 5100000.0] |
| 11760 | (4600000.0, 5100000.0] |
| 11761 | (4200000.0, 4600000.0] |
| 11762 | (6650000.0, 8045000.0] |
| 11763 | (5750000.0, 6650000.0] |
| 11764 | (4600000.0, 5100000.0] |
| 11765 | (11300000.0, 330000000.0] |
| 11766 | (4600000.0, 5100000.0] |
| 11767 | (5750000.0, 6650000.0] |
| 11768 | (4600000.0, 5100000.0] |
| 11769 | (4600000.0, 5100000.0] |
| 11770 | (2300000.0, 2980949.0] |
| 11771 | (2980949.0, 3400000.0] |
| 11772 | (4600000.0, 5100000.0] |
| 11773 | (3800000.0, 4200000.0] |
| 11774 | (8045000.0, 11300000.0] |
| 11775 | (11300000.0, 330000000.0] |
| 11776 | (3400000.0, 3800000.0] |
| 11777 | (12189.999, 2300000.0] |
| 11778 | (12189.999, 2300000.0] |
| 11779 | (12189.999, 2300000.0] |
| 11780 | (8045000.0, 11300000.0] |
| 11781 | (4600000.0, 5100000.0] |
| 11782 | (3800000.0, 4200000.0] |
| 11783 | (5750000.0, 6650000.0] |
| 11784 | (5750000.0, 6650000.0] |
| 11785 | (3800000.0, 4200000.0] |
| 11786 | (8045000.0, 11300000.0] |
| 11787 | (3800000.0, 4200000.0] |
| 11788 | (8045000.0, 11300000.0] |
| 11789 | (2300000.0, 2980949.0] |
| 11790 | (8045000.0, 11300000.0] |
| 11791 | (2980949.0, 3400000.0] |
| 11792 | (3400000.0, 3800000.0] |
| 11793 | (4200000.0, 4600000.0] |
| 11794 | (6650000.0, 8045000.0] |
| 11795 | (5750000.0, 6650000.0] |
| 11796 | (3400000.0, 3800000.0] |
| 11797 | (5100000.0, 5750000.0] |
| 11798 | (6650000.0, 8045000.0] |
| 11799 | (4200000.0, 4600000.0] |
| 11801 | (6650000.0, 8045000.0] |
| 11802 | (5750000.0, 6650000.0] |
| 11803 | (12189.999, 2300000.0] |
| 11804 | (3800000.0, 4200000.0] |
| 11805 | (4200000.0, 4600000.0] |
| 11806 | (4200000.0, 4600000.0] |
| 11807 | (5100000.0, 5750000.0] |
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| 11809 | (5100000.0, 5750000.0] |
| 11810 | (3800000.0, 4200000.0] |
| 11811 | (6650000.0, 8045000.0] |
| 11812 | (5750000.0, 6650000.0] |
| 11813 | (2300000.0, 2980949.0] |
| 11814 | (3400000.0, 3800000.0] |
| 11815 | (5100000.0, 5750000.0] |
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| 11817 | (12189.999, 2300000.0] |
| 11818 | (3800000.0, 4200000.0] |
| 11819 | (2300000.0, 2980949.0] |
| 11820 | (12189.999, 2300000.0] |
| 11821 | (5100000.0, 5750000.0] |
| 11822 | (8045000.0, 11300000.0] |
| 11823 | (3800000.0, 4200000.0] |
| 11824 | (2300000.0, 2980949.0] |
| 11825 | (2980949.0, 3400000.0] |
| 11826 | (3400000.0, 3800000.0] |
| 11827 | (6650000.0, 8045000.0] |
| 11828 | (3400000.0, 3800000.0] |
| 11829 | (2980949.0, 3400000.0] |
| 11830 | (6650000.0, 8045000.0] |
| 11831 | (3800000.0, 4200000.0] |
| 11832 | (5100000.0, 5750000.0] |
| 11833 | (8045000.0, 11300000.0] |
| 11834 | (4200000.0, 4600000.0] |
| 11835 | (11300000.0, 330000000.0] |
| 11836 | (6650000.0, 8045000.0] |
| 11837 | (3400000.0, 3800000.0] |
| 11838 | (4600000.0, 5100000.0] |
| 11839 | (5100000.0, 5750000.0] |
| 11840 | (4600000.0, 5100000.0] |
| 11841 | (4200000.0, 4600000.0] |
| 11842 | (12189.999, 2300000.0] |
| 11843 | (11300000.0, 330000000.0] |
| 11844 | (4600000.0, 5100000.0] |
| 11845 | (11300000.0, 330000000.0] |
| 11846 | (2980949.0, 3400000.0] |
| 11847 | (11300000.0, 330000000.0] |
| 11848 | (3400000.0, 3800000.0] |
| 11849 | (3400000.0, 3800000.0] |
| 11850 | (8045000.0, 11300000.0] |
| 11851 | (8045000.0, 11300000.0] |
| 11852 | (6650000.0, 8045000.0] |
| 11853 | (6650000.0, 8045000.0] |
| 11854 | (3800000.0, 4200000.0] |
| 11855 | (5100000.0, 5750000.0] |
| 11856 | (2980949.0, 3400000.0] |
| 11857 | (5750000.0, 6650000.0] |
| 11858 | (3800000.0, 4200000.0] |
| 11859 | (6650000.0, 8045000.0] |
| 11860 | (3800000.0, 4200000.0] |
| 11861 | (2980949.0, 3400000.0] |
| 11862 | (3800000.0, 4200000.0] |
| 11863 | (5100000.0, 5750000.0] |
| 11864 | (5750000.0, 6650000.0] |
| 11865 | (4600000.0, 5100000.0] |
| 11866 | (12189.999, 2300000.0] |
| 11867 | (11300000.0, 330000000.0] |
| 11868 | (6650000.0, 8045000.0] |
| 11869 | (11300000.0, 330000000.0] |
| 11870 | (5750000.0, 6650000.0] |
| 11871 | (12189.999, 2300000.0] |
| 11872 | (8045000.0, 11300000.0] |
| 11873 | (5100000.0, 5750000.0] |
| 11874 | (6650000.0, 8045000.0] |
| 11875 | (4200000.0, 4600000.0] |
| 11876 | (3800000.0, 4200000.0] |
| 11877 | (6650000.0, 8045000.0] |
| 11878 | (11300000.0, 330000000.0] |
| 11879 | (3800000.0, 4200000.0] |
| 11880 | (4200000.0, 4600000.0] |
| 11881 | (3400000.0, 3800000.0] |
| 11882 | (3800000.0, 4200000.0] |
| 11883 | (12189.999, 2300000.0] |
| 11884 | (5100000.0, 5750000.0] |
| 11885 | (4600000.0, 5100000.0] |
| 11886 | (5750000.0, 6650000.0] |
| 11887 | (3400000.0, 3800000.0] |
| 11888 | (3400000.0, 3800000.0] |
| 11889 | (5100000.0, 5750000.0] |
| 11890 | (4600000.0, 5100000.0] |
| 11891 | (5750000.0, 6650000.0] |
| 11892 | (4200000.0, 4600000.0] |
| 11893 | (3400000.0, 3800000.0] |
| 11894 | (2300000.0, 2980949.0] |
| 11895 | (4600000.0, 5100000.0] |
| 11896 | (12189.999, 2300000.0] |
| 11897 | (4200000.0, 4600000.0] |
| 11898 | (4200000.0, 4600000.0] |
| 11899 | (3400000.0, 3800000.0] |
| 11900 | (3400000.0, 3800000.0] |
| 11901 | (6650000.0, 8045000.0] |
| 11902 | (3400000.0, 3800000.0] |
| 11903 | (6650000.0, 8045000.0] |
| 11904 | (5750000.0, 6650000.0] |
| 11905 | (5100000.0, 5750000.0] |
| 11906 | (2980949.0, 3400000.0] |
| 11907 | (2300000.0, 2980949.0] |
| 11908 | (11300000.0, 330000000.0] |
| 11909 | (2980949.0, 3400000.0] |
| 11910 | (11300000.0, 330000000.0] |
| 11911 | (3400000.0, 3800000.0] |
| 11912 | (11300000.0, 330000000.0] |
| 11913 | (5750000.0, 6650000.0] |
| 11914 | (5750000.0, 6650000.0] |
| 11915 | (12189.999, 2300000.0] |
| 11916 | (5750000.0, 6650000.0] |
| 11917 | (5100000.0, 5750000.0] |
| 11918 | (2980949.0, 3400000.0] |
| 11919 | (5100000.0, 5750000.0] |
| 11920 | (4600000.0, 5100000.0] |
| 11921 | (5750000.0, 6650000.0] |
| 11922 | (5100000.0, 5750000.0] |
| 11923 | (11300000.0, 330000000.0] |
| 11924 | (4600000.0, 5100000.0] |
| 11925 | (8045000.0, 11300000.0] |
| 11926 | (6650000.0, 8045000.0] |
| 11927 | (11300000.0, 330000000.0] |
| 11928 | (8045000.0, 11300000.0] |
| 11929 | (12189.999, 2300000.0] |
| 11930 | (8045000.0, 11300000.0] |
| 11931 | (3800000.0, 4200000.0] |
| 11932 | (4200000.0, 4600000.0] |
| 11933 | (6650000.0, 8045000.0] |
| 11934 | (6650000.0, 8045000.0] |
| 11935 | (12189.999, 2300000.0] |
| 11936 | (5100000.0, 5750000.0] |
| 11937 | (4600000.0, 5100000.0] |
| 11938 | (2300000.0, 2980949.0] |
| 11939 | (2300000.0, 2980949.0] |
| 11940 | (4600000.0, 5100000.0] |
| 11941 | (2980949.0, 3400000.0] |
| 11942 | (4200000.0, 4600000.0] |
| 11943 | (4200000.0, 4600000.0] |
| 11944 | (5100000.0, 5750000.0] |
| 11945 | (3400000.0, 3800000.0] |
| 11946 | (3400000.0, 3800000.0] |
| 11947 | (3400000.0, 3800000.0] |
| 11948 | (5750000.0, 6650000.0] |
| 11949 | (4200000.0, 4600000.0] |
| 11950 | (4600000.0, 5100000.0] |
| 11951 | (4200000.0, 4600000.0] |
| 11952 | (2980949.0, 3400000.0] |
| 11953 | (5100000.0, 5750000.0] |
| 11954 | (12189.999, 2300000.0] |
| 11955 | (11300000.0, 330000000.0] |
| 11956 | (12189.999, 2300000.0] |
| 11957 | (5100000.0, 5750000.0] |
| 11958 | (6650000.0, 8045000.0] |
| 11959 | (2980949.0, 3400000.0] |
| 11960 | (4600000.0, 5100000.0] |
| 11961 | (8045000.0, 11300000.0] |
| 11962 | (11300000.0, 330000000.0] |
| 11963 | (3400000.0, 3800000.0] |
| 11964 | (2980949.0, 3400000.0] |
| 11965 | (2300000.0, 2980949.0] |
| 11966 | (4600000.0, 5100000.0] |
| 11967 | (5750000.0, 6650000.0] |
| 11968 | (8045000.0, 11300000.0] |
| 11969 | (5100000.0, 5750000.0] |
| 11970 | (5750000.0, 6650000.0] |
| 11971 | (4600000.0, 5100000.0] |
| 11972 | (12189.999, 2300000.0] |
| 11973 | (12189.999, 2300000.0] |
| 11974 | (5750000.0, 6650000.0] |
| 11975 | (4200000.0, 4600000.0] |
| 11976 | (3400000.0, 3800000.0] |
| 11977 | (2300000.0, 2980949.0] |
| 11978 | (4600000.0, 5100000.0] |
| 11979 | (3800000.0, 4200000.0] |
| 11980 | (3400000.0, 3800000.0] |
| 11981 | (2300000.0, 2980949.0] |
| 11982 | (11300000.0, 330000000.0] |
| 11983 | (2300000.0, 2980949.0] |
| 11984 | (2300000.0, 2980949.0] |
| 11985 | (11300000.0, 330000000.0] |
| 11986 | (4200000.0, 4600000.0] |
| 11987 | (3800000.0, 4200000.0] |
| 11988 | (5100000.0, 5750000.0] |
| 11989 | (8045000.0, 11300000.0] |
| 11990 | (2300000.0, 2980949.0] |
| 11991 | (5100000.0, 5750000.0] |
| 11992 | (5100000.0, 5750000.0] |
| 11993 | (2300000.0, 2980949.0] |
| 11994 | (5750000.0, 6650000.0] |
| 11995 | (3400000.0, 3800000.0] |
| 11996 | (11300000.0, 330000000.0] |
| 11997 | (3800000.0, 4200000.0] |
| 11998 | (12189.999, 2300000.0] |
| 11999 | (11300000.0, 330000000.0] |
| 12000 | (12189.999, 2300000.0] |
| 12001 | (3400000.0, 3800000.0] |
| 12002 | (2980949.0, 3400000.0] |
| 12003 | (12189.999, 2300000.0] |
| 12004 | (4600000.0, 5100000.0] |
| 12005 | (4600000.0, 5100000.0] |
| 12006 | (11300000.0, 330000000.0] |
| 12007 | (5100000.0, 5750000.0] |
| 12008 | (3400000.0, 3800000.0] |
| 12009 | (11300000.0, 330000000.0] |
| 12010 | (3400000.0, 3800000.0] |
| 12011 | (8045000.0, 11300000.0] |
| 12012 | (4200000.0, 4600000.0] |
| 12013 | (5750000.0, 6650000.0] |
| 12014 | (2980949.0, 3400000.0] |
| 12015 | (5100000.0, 5750000.0] |
| 12016 | (6650000.0, 8045000.0] |
| 12017 | (2980949.0, 3400000.0] |
| 12018 | (3400000.0, 3800000.0] |
| 12019 | (11300000.0, 330000000.0] |
| 12020 | (5100000.0, 5750000.0] |
| 12021 | (3800000.0, 4200000.0] |
| 12022 | (3400000.0, 3800000.0] |
| 12023 | (6650000.0, 8045000.0] |
| 12024 | (11300000.0, 330000000.0] |
| 12025 | (11300000.0, 330000000.0] |
| 12026 | (6650000.0, 8045000.0] |
| 12027 | (2980949.0, 3400000.0] |
| 12028 | (4600000.0, 5100000.0] |
| 12029 | (5750000.0, 6650000.0] |
| 12030 | (4600000.0, 5100000.0] |
| 12031 | (12189.999, 2300000.0] |
| 12032 | (5750000.0, 6650000.0] |
| 12033 | (8045000.0, 11300000.0] |
| 12034 | (2980949.0, 3400000.0] |
| 12035 | (4200000.0, 4600000.0] |
| 12036 | (4600000.0, 5100000.0] |
| 12037 | (4200000.0, 4600000.0] |
| 12038 | (3400000.0, 3800000.0] |
| 12039 | (11300000.0, 330000000.0] |
| 12040 | (12189.999, 2300000.0] |
| 12041 | (5750000.0, 6650000.0] |
| 12042 | (11300000.0, 330000000.0] |
| 12043 | (6650000.0, 8045000.0] |
| 12044 | (3400000.0, 3800000.0] |
| 12045 | (11300000.0, 330000000.0] |
| 12046 | (5100000.0, 5750000.0] |
| 12047 | (2300000.0, 2980949.0] |
| 12048 | (12189.999, 2300000.0] |
| 12049 | (4200000.0, 4600000.0] |
| 12050 | (2980949.0, 3400000.0] |
| 12051 | (12189.999, 2300000.0] |
| 12052 | (8045000.0, 11300000.0] |
| 12053 | (3400000.0, 3800000.0] |
| 12054 | (8045000.0, 11300000.0] |
| 12055 | (11300000.0, 330000000.0] |
| 12056 | (12189.999, 2300000.0] |
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| 12502 | (4200000.0, 4600000.0] |
| 12503 | (3800000.0, 4200000.0] |
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| 12505 | (12189.999, 2300000.0] |
| 12506 | (8045000.0, 11300000.0] |
| 12507 | (8045000.0, 11300000.0] |
| 12508 | (4200000.0, 4600000.0] |
| 12509 | (5750000.0, 6650000.0] |
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| 12517 | (4200000.0, 4600000.0] |
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| 12519 | (5750000.0, 6650000.0] |
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| 12523 | (3800000.0, 4200000.0] |
| 12524 | (4600000.0, 5100000.0] |
| 12525 | (3400000.0, 3800000.0] |
| 12527 | (4600000.0, 5100000.0] |
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| 12537 | (6650000.0, 8045000.0] |
| 12538 | (6650000.0, 8045000.0] |
| 12539 | (3400000.0, 3800000.0] |
| 12540 | (8045000.0, 11300000.0] |
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| 12542 | (5750000.0, 6650000.0] |
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| 12547 | (2980949.0, 3400000.0] |
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| 12551 | (2300000.0, 2980949.0] |
| 12552 | (5100000.0, 5750000.0] |
| 12553 | (3400000.0, 3800000.0] |
| 12554 | (6650000.0, 8045000.0] |
| 12555 | (5750000.0, 6650000.0] |
| 12556 | (11300000.0, 330000000.0] |
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| 12558 | (6650000.0, 8045000.0] |
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| 12562 | (2980949.0, 3400000.0] |
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| 12576 | (3800000.0, 4200000.0] |
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| 12585 | (5100000.0, 5750000.0] |
| 12586 | (2300000.0, 2980949.0] |
| 12587 | (8045000.0, 11300000.0] |
| 12588 | (5750000.0, 6650000.0] |
| 12589 | (11300000.0, 330000000.0] |
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| 12598 | (12189.999, 2300000.0] |
| 12599 | (2980949.0, 3400000.0] |
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| 12602 | (6650000.0, 8045000.0] |
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| 12605 | (4200000.0, 4600000.0] |
| 12606 | (12189.999, 2300000.0] |
| 12607 | (12189.999, 2300000.0] |
| 12608 | (6650000.0, 8045000.0] |
| 12609 | (5750000.0, 6650000.0] |
| 12610 | (2300000.0, 2980949.0] |
| 12611 | (12189.999, 2300000.0] |
| 12612 | (5750000.0, 6650000.0] |
| 12613 | (8045000.0, 11300000.0] |
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| 12616 | (2300000.0, 2980949.0] |
| 12617 | (8045000.0, 11300000.0] |
| 12618 | (2980949.0, 3400000.0] |
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| 12620 | (12189.999, 2300000.0] |
| 12621 | (8045000.0, 11300000.0] |
| 12622 | (5750000.0, 6650000.0] |
| 12623 | (12189.999, 2300000.0] |
| 12624 | (3400000.0, 3800000.0] |
| 12625 | (5750000.0, 6650000.0] |
| 12626 | (3800000.0, 4200000.0] |
| 12627 | (3800000.0, 4200000.0] |
| 12628 | (3800000.0, 4200000.0] |
| 12629 | (11300000.0, 330000000.0] |
| 12630 | (4200000.0, 4600000.0] |
| 12631 | (2980949.0, 3400000.0] |
| 12632 | (3400000.0, 3800000.0] |
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| 12635 | (4200000.0, 4600000.0] |
| 12636 | (2300000.0, 2980949.0] |
| 12637 | (3800000.0, 4200000.0] |
| 12638 | (2980949.0, 3400000.0] |
| 12639 | (2980949.0, 3400000.0] |
| 12640 | (8045000.0, 11300000.0] |
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| 12642 | (3800000.0, 4200000.0] |
| 12643 | (6650000.0, 8045000.0] |
| 12644 | (5750000.0, 6650000.0] |
| 12645 | (11300000.0, 330000000.0] |
| 12646 | (11300000.0, 330000000.0] |
| 12647 | (4200000.0, 4600000.0] |
| 12648 | (8045000.0, 11300000.0] |
| 12649 | (3800000.0, 4200000.0] |
| 12650 | (2980949.0, 3400000.0] |
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| 12652 | (8045000.0, 11300000.0] |
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| 12658 | (3800000.0, 4200000.0] |
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| 12665 | (2980949.0, 3400000.0] |
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| 12805 | (3800000.0, 4200000.0] |
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| 12818 | (3400000.0, 3800000.0] |
| 12819 | (8045000.0, 11300000.0] |
| 12820 | (4200000.0, 4600000.0] |
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| 12828 | (6650000.0, 8045000.0] |
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| 12839 | (3800000.0, 4200000.0] |
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| 12845 | (2980949.0, 3400000.0] |
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| 12847 | (3400000.0, 3800000.0] |
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| 12852 | (2980949.0, 3400000.0] |
| 12853 | (3400000.0, 3800000.0] |
| 12854 | (2300000.0, 2980949.0] |
| 12856 | (4200000.0, 4600000.0] |
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| 12858 | (12189.999, 2300000.0] |
| 12860 | (2980949.0, 3400000.0] |
| 12861 | (3400000.0, 3800000.0] |
| 12862 | (5750000.0, 6650000.0] |
| 12863 | (12189.999, 2300000.0] |
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| 12865 | (11300000.0, 330000000.0] |
| 12866 | (2980949.0, 3400000.0] |
| 12867 | (3800000.0, 4200000.0] |
| 12868 | (8045000.0, 11300000.0] |
| 12869 | (3400000.0, 3800000.0] |
| 12870 | (5750000.0, 6650000.0] |
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| 12872 | (11300000.0, 330000000.0] |
| 12873 | (12189.999, 2300000.0] |
| 12874 | (3400000.0, 3800000.0] |
| 12875 | (4200000.0, 4600000.0] |
| 12876 | (5750000.0, 6650000.0] |
| 12877 | (5100000.0, 5750000.0] |
| 12878 | (3800000.0, 4200000.0] |
| 12879 | (4200000.0, 4600000.0] |
| 12880 | (5100000.0, 5750000.0] |
| 12881 | (12189.999, 2300000.0] |
| 12882 | (3800000.0, 4200000.0] |
| 12883 | (3400000.0, 3800000.0] |
| 12884 | (4600000.0, 5100000.0] |
| 12885 | (3800000.0, 4200000.0] |
| 12886 | (2300000.0, 2980949.0] |
| 12887 | (2980949.0, 3400000.0] |
| 12888 | (6650000.0, 8045000.0] |
| 12889 | (3800000.0, 4200000.0] |
| 12890 | (6650000.0, 8045000.0] |
| 12891 | (2300000.0, 2980949.0] |
| 12892 | (6650000.0, 8045000.0] |
| 12893 | (4600000.0, 5100000.0] |
| 12894 | (5100000.0, 5750000.0] |
| 12895 | (8045000.0, 11300000.0] |
| 12896 | (5750000.0, 6650000.0] |
| 12897 | (4200000.0, 4600000.0] |
| 12898 | (12189.999, 2300000.0] |
| 12899 | (3800000.0, 4200000.0] |
| 12900 | (8045000.0, 11300000.0] |
| 12901 | (8045000.0, 11300000.0] |
| 12902 | (3800000.0, 4200000.0] |
| 12903 | (4200000.0, 4600000.0] |
| 12904 | (12189.999, 2300000.0] |
| 12905 | (2980949.0, 3400000.0] |
| 12906 | (5750000.0, 6650000.0] |
| 12907 | (8045000.0, 11300000.0] |
| 12908 | (5100000.0, 5750000.0] |
| 12909 | (6650000.0, 8045000.0] |
| 12910 | (4600000.0, 5100000.0] |
| 12911 | (2980949.0, 3400000.0] |
| 12912 | (3400000.0, 3800000.0] |
| 12913 | (5100000.0, 5750000.0] |
| 12914 | (12189.999, 2300000.0] |
| 12915 | (5750000.0, 6650000.0] |
| 12916 | (11300000.0, 330000000.0] |
| 12917 | (4200000.0, 4600000.0] |
| 12918 | (5100000.0, 5750000.0] |
| 12919 | (2980949.0, 3400000.0] |
| 12920 | (8045000.0, 11300000.0] |
| 12921 | (4600000.0, 5100000.0] |
| 12922 | (11300000.0, 330000000.0] |
| 12923 | (5100000.0, 5750000.0] |
| 12924 | (3400000.0, 3800000.0] |
| 12925 | (12189.999, 2300000.0] |
| 12926 | (8045000.0, 11300000.0] |
| 12927 | (5750000.0, 6650000.0] |
| 12928 | (5100000.0, 5750000.0] |
| 12929 | (11300000.0, 330000000.0] |
| 12930 | (4200000.0, 4600000.0] |
| 12931 | (5100000.0, 5750000.0] |
| 12932 | (5100000.0, 5750000.0] |
| 12933 | (4600000.0, 5100000.0] |
| 12934 | (3400000.0, 3800000.0] |
| 12935 | (12189.999, 2300000.0] |
| 12936 | (6650000.0, 8045000.0] |
| 12937 | (3800000.0, 4200000.0] |
| 12938 | (5750000.0, 6650000.0] |
| 12939 | (4200000.0, 4600000.0] |
| 12940 | (4600000.0, 5100000.0] |
| 12941 | (12189.999, 2300000.0] |
| 12942 | (5750000.0, 6650000.0] |
| 12943 | (5100000.0, 5750000.0] |
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| 12945 | (3800000.0, 4200000.0] |
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| 13343 | (11300000.0, 330000000.0] |
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| 13345 | (6650000.0, 8045000.0] |
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| 13347 | (12189.999, 2300000.0] |
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| 13351 | (8045000.0, 11300000.0] |
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| 13355 | (2980949.0, 3400000.0] |
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| 13364 | (2980949.0, 3400000.0] |
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| 13375 | (3400000.0, 3800000.0] |
| 13376 | (8045000.0, 11300000.0] |
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| 13378 | (5750000.0, 6650000.0] |
| 13379 | (12189.999, 2300000.0] |
| 13380 | (3400000.0, 3800000.0] |
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| 13383 | (2300000.0, 2980949.0] |
| 13384 | (4600000.0, 5100000.0] |
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| 13798 | (3800000.0, 4200000.0] |
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| 13813 | (3800000.0, 4200000.0] |
| 13814 | (3400000.0, 3800000.0] |
| 13815 | (6650000.0, 8045000.0] |
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| 13823 | (5750000.0, 6650000.0] |
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| 13827 | (2300000.0, 2980949.0] |
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| 15138 | (8045000.0, 11300000.0] |
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| 15145 | (3800000.0, 4200000.0] |
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| 15152 | (8045000.0, 11300000.0] |
| 15153 | (3400000.0, 3800000.0] |
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| 15156 | (6650000.0, 8045000.0] |
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| 15158 | (2300000.0, 2980949.0] |
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| 16039 | (11300000.0, 330000000.0] |
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| 16478 | (8045000.0, 11300000.0] |
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| 16481 | (12189.999, 2300000.0] |
| 16482 | (2980949.0, 3400000.0] |
| 16483 | (2300000.0, 2980949.0] |
| 16484 | (12189.999, 2300000.0] |
| 16485 | (5100000.0, 5750000.0] |
| 16486 | (4600000.0, 5100000.0] |
| 16487 | (3800000.0, 4200000.0] |
| 16488 | (6650000.0, 8045000.0] |
| 16489 | (5100000.0, 5750000.0] |
| 16490 | (12189.999, 2300000.0] |
| 16491 | (2300000.0, 2980949.0] |
| 16492 | (4600000.0, 5100000.0] |
| 16493 | (5100000.0, 5750000.0] |
| 16494 | (2980949.0, 3400000.0] |
| 16497 | (6650000.0, 8045000.0] |
| 16498 | (5100000.0, 5750000.0] |
| 16499 | (4600000.0, 5100000.0] |
| 16500 | (3800000.0, 4200000.0] |
| 16501 | (11300000.0, 330000000.0] |
| 16502 | (4600000.0, 5100000.0] |
| 16503 | (4200000.0, 4600000.0] |
| 16504 | (11300000.0, 330000000.0] |
| 16505 | (11300000.0, 330000000.0] |
| 16506 | (2980949.0, 3400000.0] |
| 16507 | (4200000.0, 4600000.0] |
| 16508 | (8045000.0, 11300000.0] |
| 16509 | (8045000.0, 11300000.0] |
| 16510 | (8045000.0, 11300000.0] |
| 16511 | (4600000.0, 5100000.0] |
| 16512 | (11300000.0, 330000000.0] |
| 16513 | (4600000.0, 5100000.0] |
| 16514 | (3800000.0, 4200000.0] |
| 16515 | (3400000.0, 3800000.0] |
| 16516 | (5750000.0, 6650000.0] |
| 16517 | (2300000.0, 2980949.0] |
| 16518 | (3400000.0, 3800000.0] |
| 16519 | (4200000.0, 4600000.0] |
| 16520 | (5100000.0, 5750000.0] |
| 16521 | (3400000.0, 3800000.0] |
| 16522 | (6650000.0, 8045000.0] |
| 16523 | (4600000.0, 5100000.0] |
| 16524 | (3400000.0, 3800000.0] |
| 16525 | (11300000.0, 330000000.0] |
| 16526 | (4600000.0, 5100000.0] |
| 16527 | (5750000.0, 6650000.0] |
| 16528 | (3400000.0, 3800000.0] |
| 16529 | (5750000.0, 6650000.0] |
| 16530 | (6650000.0, 8045000.0] |
| 16531 | (12189.999, 2300000.0] |
| 16532 | (4600000.0, 5100000.0] |
| 16533 | (4600000.0, 5100000.0] |
| 16534 | (4600000.0, 5100000.0] |
| 16535 | (5750000.0, 6650000.0] |
| 16536 | (2980949.0, 3400000.0] |
| 16537 | (11300000.0, 330000000.0] |
| 16538 | (2300000.0, 2980949.0] |
| 16539 | (2300000.0, 2980949.0] |
| 16541 | (2980949.0, 3400000.0] |
| 16542 | (3400000.0, 3800000.0] |
| 16543 | (11300000.0, 330000000.0] |
| 16544 | (11300000.0, 330000000.0] |
| 16545 | (6650000.0, 8045000.0] |
| 16546 | (2300000.0, 2980949.0] |
| 16547 | (5750000.0, 6650000.0] |
| 16548 | (3400000.0, 3800000.0] |
| 16550 | (2980949.0, 3400000.0] |
| 16551 | (12189.999, 2300000.0] |
| 16552 | (3800000.0, 4200000.0] |
| 16553 | (12189.999, 2300000.0] |
| 16554 | (2980949.0, 3400000.0] |
| 16555 | (11300000.0, 330000000.0] |
| 16556 | (2980949.0, 3400000.0] |
| 16557 | (2300000.0, 2980949.0] |
| 16558 | (12189.999, 2300000.0] |
| 16559 | (8045000.0, 11300000.0] |
| 16560 | (6650000.0, 8045000.0] |
| 16561 | (2300000.0, 2980949.0] |
| 16562 | (11300000.0, 330000000.0] |
| 16563 | (5100000.0, 5750000.0] |
| 16564 | (4600000.0, 5100000.0] |
| 16565 | (2300000.0, 2980949.0] |
| 16566 | (2300000.0, 2980949.0] |
| 16567 | (4200000.0, 4600000.0] |
| 16568 | (6650000.0, 8045000.0] |
| 16569 | (2980949.0, 3400000.0] |
| 16570 | (5750000.0, 6650000.0] |
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| 16572 | (11300000.0, 330000000.0] |
| 16573 | (4200000.0, 4600000.0] |
| 16574 | (11300000.0, 330000000.0] |
| 16575 | (8045000.0, 11300000.0] |
| 16576 | (2980949.0, 3400000.0] |
| 16577 | (3800000.0, 4200000.0] |
| 16578 | (12189.999, 2300000.0] |
| 16579 | (11300000.0, 330000000.0] |
| 16580 | (3800000.0, 4200000.0] |
| 16581 | (8045000.0, 11300000.0] |
| 16582 | (4600000.0, 5100000.0] |
| 16583 | (11300000.0, 330000000.0] |
| 16584 | (4600000.0, 5100000.0] |
| 16585 | (4600000.0, 5100000.0] |
| 16586 | (4600000.0, 5100000.0] |
| 16587 | (2980949.0, 3400000.0] |
| 16588 | (3800000.0, 4200000.0] |
| 16589 | (6650000.0, 8045000.0] |
| 16590 | (11300000.0, 330000000.0] |
| 16592 | (12189.999, 2300000.0] |
| 16593 | (5750000.0, 6650000.0] |
| 16594 | (3400000.0, 3800000.0] |
| 16595 | (4600000.0, 5100000.0] |
| 16596 | (3400000.0, 3800000.0] |
| 16597 | (4600000.0, 5100000.0] |
| 16598 | (12189.999, 2300000.0] |
| 16599 | (12189.999, 2300000.0] |
| 16600 | (4200000.0, 4600000.0] |
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| 16602 | (5100000.0, 5750000.0] |
| 16603 | (3400000.0, 3800000.0] |
| 16604 | (4600000.0, 5100000.0] |
| 16605 | (3800000.0, 4200000.0] |
| 16606 | (6650000.0, 8045000.0] |
| 16607 | (4600000.0, 5100000.0] |
| 16608 | (5750000.0, 6650000.0] |
| 16609 | (4600000.0, 5100000.0] |
| 16610 | (11300000.0, 330000000.0] |
| 16611 | (12189.999, 2300000.0] |
| 16612 | (3400000.0, 3800000.0] |
| 16613 | (5100000.0, 5750000.0] |
| 16614 | (4200000.0, 4600000.0] |
| 16615 | (2980949.0, 3400000.0] |
| 16616 | (3800000.0, 4200000.0] |
| 16617 | (6650000.0, 8045000.0] |
| 16618 | (6650000.0, 8045000.0] |
| 16619 | (3400000.0, 3800000.0] |
| 16620 | (11300000.0, 330000000.0] |
| 16621 | (3800000.0, 4200000.0] |
| 16622 | (5100000.0, 5750000.0] |
| 16623 | (2300000.0, 2980949.0] |
| 16624 | (11300000.0, 330000000.0] |
| 16625 | (6650000.0, 8045000.0] |
| 16626 | (3800000.0, 4200000.0] |
| 16627 | (4200000.0, 4600000.0] |
| 16628 | (4200000.0, 4600000.0] |
| 16629 | (3400000.0, 3800000.0] |
| 16630 | (8045000.0, 11300000.0] |
| 16631 | (3400000.0, 3800000.0] |
| 16632 | (6650000.0, 8045000.0] |
| 16633 | (4600000.0, 5100000.0] |
| 16634 | (3800000.0, 4200000.0] |
| 16635 | (11300000.0, 330000000.0] |
| 16636 | (2980949.0, 3400000.0] |
| 16637 | (4600000.0, 5100000.0] |
| 16638 | (2300000.0, 2980949.0] |
| 16639 | (12189.999, 2300000.0] |
| 16640 | (5750000.0, 6650000.0] |
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| 16642 | (5100000.0, 5750000.0] |
| 16643 | (4600000.0, 5100000.0] |
| 16644 | (4200000.0, 4600000.0] |
| 16645 | (2980949.0, 3400000.0] |
| 16646 | (3400000.0, 3800000.0] |
| 16648 | (2300000.0, 2980949.0] |
| 16649 | (2300000.0, 2980949.0] |
| 16650 | (2300000.0, 2980949.0] |
| 16651 | (5100000.0, 5750000.0] |
| 16652 | (5750000.0, 6650000.0] |
| 16653 | (2980949.0, 3400000.0] |
| 16654 | (4600000.0, 5100000.0] |
| 16655 | (2980949.0, 3400000.0] |
| 16656 | (11300000.0, 330000000.0] |
| 16657 | (2300000.0, 2980949.0] |
| 16658 | (3400000.0, 3800000.0] |
| 16659 | (11300000.0, 330000000.0] |
| 16660 | (4600000.0, 5100000.0] |
| 16661 | (12189.999, 2300000.0] |
| 16662 | (2980949.0, 3400000.0] |
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| 16664 | (5750000.0, 6650000.0] |
| 16665 | (4200000.0, 4600000.0] |
| 16666 | (5750000.0, 6650000.0] |
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| 16669 | (3400000.0, 3800000.0] |
| 16670 | (5750000.0, 6650000.0] |
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| 16676 | (4200000.0, 4600000.0] |
| 16677 | (8045000.0, 11300000.0] |
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| 16688 | (3400000.0, 3800000.0] |
| 16689 | (3800000.0, 4200000.0] |
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| 16692 | (3400000.0, 3800000.0] |
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| 16694 | (3800000.0, 4200000.0] |
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| 16696 | (6650000.0, 8045000.0] |
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| 16698 | (6650000.0, 8045000.0] |
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| 16700 | (5750000.0, 6650000.0] |
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| 16702 | (12189.999, 2300000.0] |
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| 16704 | (5750000.0, 6650000.0] |
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| 16707 | (4200000.0, 4600000.0] |
| 16708 | (6650000.0, 8045000.0] |
| 16709 | (11300000.0, 330000000.0] |
| 16710 | (4200000.0, 4600000.0] |
| 16711 | (4200000.0, 4600000.0] |
| 16712 | (11300000.0, 330000000.0] |
| 16713 | (2980949.0, 3400000.0] |
| 16714 | (12189.999, 2300000.0] |
| 16715 | (5750000.0, 6650000.0] |
| 16716 | (5750000.0, 6650000.0] |
| 16717 | (6650000.0, 8045000.0] |
| 16718 | (4200000.0, 4600000.0] |
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| 16720 | (3800000.0, 4200000.0] |
| 16721 | (3800000.0, 4200000.0] |
| 16722 | (5100000.0, 5750000.0] |
| 16723 | (12189.999, 2300000.0] |
| 16725 | (5750000.0, 6650000.0] |
| 16726 | (5100000.0, 5750000.0] |
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| 16728 | (3800000.0, 4200000.0] |
| 16729 | (12189.999, 2300000.0] |
| 16730 | (3400000.0, 3800000.0] |
| 16731 | (3800000.0, 4200000.0] |
| 16732 | (11300000.0, 330000000.0] |
| 16733 | (4200000.0, 4600000.0] |
| 16734 | (6650000.0, 8045000.0] |
| 16735 | (3800000.0, 4200000.0] |
| 16736 | (4200000.0, 4600000.0] |
| 16737 | (3800000.0, 4200000.0] |
| 16738 | (6650000.0, 8045000.0] |
| 16739 | (5750000.0, 6650000.0] |
| 16740 | (6650000.0, 8045000.0] |
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| 16742 | (5100000.0, 5750000.0] |
| 16743 | (8045000.0, 11300000.0] |
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| 16745 | (11300000.0, 330000000.0] |
| 16746 | (3400000.0, 3800000.0] |
| 16747 | (3400000.0, 3800000.0] |
| 16748 | (2980949.0, 3400000.0] |
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| 16752 | (5750000.0, 6650000.0] |
| 16753 | (6650000.0, 8045000.0] |
| 16754 | (2980949.0, 3400000.0] |
| 16755 | (6650000.0, 8045000.0] |
| 16756 | (4200000.0, 4600000.0] |
| 16757 | (3400000.0, 3800000.0] |
| 16758 | (12189.999, 2300000.0] |
| 16759 | (12189.999, 2300000.0] |
| 16760 | (3800000.0, 4200000.0] |
| 16761 | (6650000.0, 8045000.0] |
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| 16763 | (3400000.0, 3800000.0] |
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| 16765 | (2300000.0, 2980949.0] |
| 16766 | (8045000.0, 11300000.0] |
| 16767 | (3800000.0, 4200000.0] |
| 16768 | (5750000.0, 6650000.0] |
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| 16770 | (2300000.0, 2980949.0] |
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| 16772 | (4600000.0, 5100000.0] |
| 16773 | (12189.999, 2300000.0] |
| 16774 | (3400000.0, 3800000.0] |
| 16775 | (8045000.0, 11300000.0] |
| 16776 | (5100000.0, 5750000.0] |
| 16777 | (6650000.0, 8045000.0] |
| 16778 | (5750000.0, 6650000.0] |
| 16779 | (2300000.0, 2980949.0] |
| 16780 | (6650000.0, 8045000.0] |
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| 16782 | (11300000.0, 330000000.0] |
| 16783 | (2300000.0, 2980949.0] |
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| 16785 | (2980949.0, 3400000.0] |
| 16786 | (6650000.0, 8045000.0] |
| 16787 | (4600000.0, 5100000.0] |
| 16788 | (8045000.0, 11300000.0] |
| 16789 | (2300000.0, 2980949.0] |
| 16790 | (5750000.0, 6650000.0] |
| 16791 | (3400000.0, 3800000.0] |
| 16792 | (5100000.0, 5750000.0] |
| 16793 | (5750000.0, 6650000.0] |
| 16794 | (5750000.0, 6650000.0] |
| 16795 | (3400000.0, 3800000.0] |
| 16796 | (3800000.0, 4200000.0] |
| 16798 | (4600000.0, 5100000.0] |
| 16799 | (12189.999, 2300000.0] |
| 16800 | (11300000.0, 330000000.0] |
| 16801 | (11300000.0, 330000000.0] |
| 16802 | (4200000.0, 4600000.0] |
| 16803 | (12189.999, 2300000.0] |
| 16804 | (3400000.0, 3800000.0] |
| 16805 | (12189.999, 2300000.0] |
| 16806 | (3800000.0, 4200000.0] |
| 16807 | (11300000.0, 330000000.0] |
| 16808 | (4200000.0, 4600000.0] |
| 16809 | (4200000.0, 4600000.0] |
| 16810 | (12189.999, 2300000.0] |
| 16811 | (3400000.0, 3800000.0] |
| 16812 | (4600000.0, 5100000.0] |
| 16813 | (5750000.0, 6650000.0] |
| 16814 | (4600000.0, 5100000.0] |
| 16815 | (5750000.0, 6650000.0] |
| 16816 | (6650000.0, 8045000.0] |
| 16817 | (4200000.0, 4600000.0] |
| 16818 | (4600000.0, 5100000.0] |
| 16819 | (8045000.0, 11300000.0] |
| 16820 | (5750000.0, 6650000.0] |
| 16821 | (4600000.0, 5100000.0] |
| 16822 | (3800000.0, 4200000.0] |
| 16823 | (5750000.0, 6650000.0] |
| 16824 | (6650000.0, 8045000.0] |
| 16825 | (8045000.0, 11300000.0] |
| 16826 | (12189.999, 2300000.0] |
| 16827 | (2980949.0, 3400000.0] |
| 16828 | (8045000.0, 11300000.0] |
| 16829 | (8045000.0, 11300000.0] |
| 16830 | (6650000.0, 8045000.0] |
| 16831 | (3400000.0, 3800000.0] |
| 16832 | (3400000.0, 3800000.0] |
| 16833 | (3400000.0, 3800000.0] |
| 16834 | (5750000.0, 6650000.0] |
| 16835 | (4600000.0, 5100000.0] |
| 16836 | (3400000.0, 3800000.0] |
| 16837 | (4200000.0, 4600000.0] |
| 16838 | (4200000.0, 4600000.0] |
| 16839 | (3400000.0, 3800000.0] |
| 16840 | (2300000.0, 2980949.0] |
| 16841 | (3800000.0, 4200000.0] |
| 16842 | (5750000.0, 6650000.0] |
| 16843 | (4600000.0, 5100000.0] |
| 16844 | (4200000.0, 4600000.0] |
| 16845 | (12189.999, 2300000.0] |
| 16846 | (8045000.0, 11300000.0] |
| 16847 | (4200000.0, 4600000.0] |
| 16848 | (6650000.0, 8045000.0] |
| 16849 | (2980949.0, 3400000.0] |
| 16851 | (5750000.0, 6650000.0] |
| 16852 | (2980949.0, 3400000.0] |
| 16853 | (4200000.0, 4600000.0] |
| 16854 | (5750000.0, 6650000.0] |
| 16855 | (4600000.0, 5100000.0] |
| 16856 | (4200000.0, 4600000.0] |
| 16857 | (8045000.0, 11300000.0] |
| 16858 | (8045000.0, 11300000.0] |
| 16859 | (5100000.0, 5750000.0] |
| 16860 | (12189.999, 2300000.0] |
| 16861 | (5100000.0, 5750000.0] |
| 16862 | (12189.999, 2300000.0] |
| 16863 | (4200000.0, 4600000.0] |
| 16864 | (12189.999, 2300000.0] |
| 16865 | (5100000.0, 5750000.0] |
| 16866 | (4200000.0, 4600000.0] |
| 16867 | (2300000.0, 2980949.0] |
| 16868 | (8045000.0, 11300000.0] |
| 16869 | (11300000.0, 330000000.0] |
| 16870 | (2300000.0, 2980949.0] |
| 16871 | (2980949.0, 3400000.0] |
| 16872 | (5100000.0, 5750000.0] |
| 16873 | (6650000.0, 8045000.0] |
| 16874 | (5100000.0, 5750000.0] |
| 16875 | (5100000.0, 5750000.0] |
| 16876 | (3400000.0, 3800000.0] |
| 16877 | (4600000.0, 5100000.0] |
| 16878 | (12189.999, 2300000.0] |
| 16879 | (3400000.0, 3800000.0] |
| 16880 | (11300000.0, 330000000.0] |
| 16881 | (3800000.0, 4200000.0] |
| 16882 | (3800000.0, 4200000.0] |
| 16883 | (6650000.0, 8045000.0] |
| 16884 | (12189.999, 2300000.0] |
| 16885 | (6650000.0, 8045000.0] |
| 16886 | (4600000.0, 5100000.0] |
| 16887 | (11300000.0, 330000000.0] |
| 16888 | (6650000.0, 8045000.0] |
| 16889 | (11300000.0, 330000000.0] |
| 16890 | (2300000.0, 2980949.0] |
| 16891 | (4200000.0, 4600000.0] |
| 16892 | (6650000.0, 8045000.0] |
| 16893 | (8045000.0, 11300000.0] |
| 16894 | (4200000.0, 4600000.0] |
| 16895 | (3800000.0, 4200000.0] |
| 16896 | (5750000.0, 6650000.0] |
| 16897 | (5750000.0, 6650000.0] |
| 16898 | (4200000.0, 4600000.0] |
| 16899 | (11300000.0, 330000000.0] |
| 16900 | (3400000.0, 3800000.0] |
| 16901 | (3400000.0, 3800000.0] |
| 16902 | (8045000.0, 11300000.0] |
| 16903 | (4200000.0, 4600000.0] |
| 16904 | (4600000.0, 5100000.0] |
| 16905 | (12189.999, 2300000.0] |
| 16906 | (4200000.0, 4600000.0] |
| 16907 | (3800000.0, 4200000.0] |
| 16908 | (2980949.0, 3400000.0] |
| 16909 | (3400000.0, 3800000.0] |
| 16910 | (2980949.0, 3400000.0] |
| 16911 | (2300000.0, 2980949.0] |
| 16912 | (6650000.0, 8045000.0] |
| 16913 | (11300000.0, 330000000.0] |
| 16914 | (4600000.0, 5100000.0] |
| 16916 | (2980949.0, 3400000.0] |
| 16917 | (4200000.0, 4600000.0] |
| 16918 | (4600000.0, 5100000.0] |
| 16919 | (6650000.0, 8045000.0] |
| 16920 | (5750000.0, 6650000.0] |
| 16921 | (5750000.0, 6650000.0] |
| 16922 | (12189.999, 2300000.0] |
| 16923 | (2980949.0, 3400000.0] |
| 16924 | (5100000.0, 5750000.0] |
| 16925 | (6650000.0, 8045000.0] |
| 16926 | (5750000.0, 6650000.0] |
| 16927 | (6650000.0, 8045000.0] |
| 16928 | (8045000.0, 11300000.0] |
| 16929 | (3400000.0, 3800000.0] |
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| 17392 | (5750000.0, 6650000.0] |
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| 17772 | (6650000.0, 8045000.0] |
| 17773 | (5750000.0, 6650000.0] |
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| 17776 | (3800000.0, 4200000.0] |
| 17777 | (2980949.0, 3400000.0] |
| 17778 | (11300000.0, 330000000.0] |
| 17779 | (5750000.0, 6650000.0] |
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| 17781 | (2980949.0, 3400000.0] |
| 17782 | (3400000.0, 3800000.0] |
| 17783 | (11300000.0, 330000000.0] |
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| 17786 | (3400000.0, 3800000.0] |
| 17787 | (4600000.0, 5100000.0] |
| 17788 | (3400000.0, 3800000.0] |
| 17789 | (4200000.0, 4600000.0] |
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| 17792 | (5750000.0, 6650000.0] |
| 17793 | (8045000.0, 11300000.0] |
| 17794 | (12189.999, 2300000.0] |
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| 17797 | (4600000.0, 5100000.0] |
| 17798 | (4600000.0, 5100000.0] |
| 17799 | (5100000.0, 5750000.0] |
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| 17802 | (8045000.0, 11300000.0] |
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| 17807 | (8045000.0, 11300000.0] |
| 17808 | (4200000.0, 4600000.0] |
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| 17818 | (11300000.0, 330000000.0] |
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| 18217 | (8045000.0, 11300000.0] |
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| 18219 | (3400000.0, 3800000.0] |
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| 18222 | (8045000.0, 11300000.0] |
| 18223 | (12189.999, 2300000.0] |
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| 18228 | (3800000.0, 4200000.0] |
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| 18230 | (3400000.0, 3800000.0] |
| 18231 | (2300000.0, 2980949.0] |
| 18232 | (2300000.0, 2980949.0] |
| 18233 | (6650000.0, 8045000.0] |
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| 18237 | (3800000.0, 4200000.0] |
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| 18239 | (8045000.0, 11300000.0] |
| 18240 | (3400000.0, 3800000.0] |
| 18241 | (2980949.0, 3400000.0] |
| 18242 | (12189.999, 2300000.0] |
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| 18244 | (3400000.0, 3800000.0] |
| 18245 | (4600000.0, 5100000.0] |
| 18246 | (3400000.0, 3800000.0] |
| 18247 | (5750000.0, 6650000.0] |
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| 18249 | (4600000.0, 5100000.0] |
| 18250 | (11300000.0, 330000000.0] |
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| 18689 | (6650000.0, 8045000.0] |
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| 18698 | (3400000.0, 3800000.0] |
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| 19073 | (3800000.0, 4200000.0] |
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| 19076 | (5750000.0, 6650000.0] |
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| 19087 | (3400000.0, 3800000.0] |
| 19088 | (11300000.0, 330000000.0] |
| 19089 | (5750000.0, 6650000.0] |
| 19090 | (3400000.0, 3800000.0] |
| 19091 | (12189.999, 2300000.0] |
| 19092 | (4200000.0, 4600000.0] |
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| 19094 | (2300000.0, 2980949.0] |
| 19095 | (12189.999, 2300000.0] |
| 19096 | (6650000.0, 8045000.0] |
| 19097 | (11300000.0, 330000000.0] |
| 19098 | (2300000.0, 2980949.0] |
| 19099 | (12189.999, 2300000.0] |
| 19100 | (3400000.0, 3800000.0] |
| 19101 | (2980949.0, 3400000.0] |
| 19102 | (5750000.0, 6650000.0] |
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| 19104 | (3800000.0, 4200000.0] |
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| 19106 | (3400000.0, 3800000.0] |
| 19107 | (3400000.0, 3800000.0] |
| 19108 | (3400000.0, 3800000.0] |
| 19109 | (11300000.0, 330000000.0] |
| 19110 | (4600000.0, 5100000.0] |
| 19111 | (5750000.0, 6650000.0] |
| 19112 | (8045000.0, 11300000.0] |
| 19113 | (5100000.0, 5750000.0] |
| 19114 | (3400000.0, 3800000.0] |
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| 19116 | (12189.999, 2300000.0] |
| 19117 | (4600000.0, 5100000.0] |
| 19118 | (6650000.0, 8045000.0] |
| 19119 | (3400000.0, 3800000.0] |
| 19120 | (5100000.0, 5750000.0] |
| 19121 | (5100000.0, 5750000.0] |
| 19122 | (3400000.0, 3800000.0] |
| 19123 | (5750000.0, 6650000.0] |
| 19124 | (3800000.0, 4200000.0] |
| 19125 | (5750000.0, 6650000.0] |
| 19126 | (2300000.0, 2980949.0] |
| 19127 | (3800000.0, 4200000.0] |
| 19128 | (2300000.0, 2980949.0] |
| 19129 | (4200000.0, 4600000.0] |
| 19131 | (3800000.0, 4200000.0] |
| 19132 | (12189.999, 2300000.0] |
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| 19562 | (3800000.0, 4200000.0] |
| 19563 | (4600000.0, 5100000.0] |
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| 19565 | (2300000.0, 2980949.0] |
| 19566 | (12189.999, 2300000.0] |
| 19567 | (3400000.0, 3800000.0] |
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| 19575 | (12189.999, 2300000.0] |
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| 19579 | (4200000.0, 4600000.0] |
| 19580 | (5100000.0, 5750000.0] |
| 19581 | (5100000.0, 5750000.0] |
| 19582 | (3400000.0, 3800000.0] |
| 19583 | (2300000.0, 2980949.0] |
| 19584 | (4200000.0, 4600000.0] |
| 19585 | (12189.999, 2300000.0] |
| 19586 | (11300000.0, 330000000.0] |
| 19587 | (4200000.0, 4600000.0] |
| 19588 | (4600000.0, 5100000.0] |
| 19589 | (11300000.0, 330000000.0] |
| 19590 | (5750000.0, 6650000.0] |
| 19591 | (3400000.0, 3800000.0] |
| 19592 | (11300000.0, 330000000.0] |
| 19593 | (6650000.0, 8045000.0] |
| 19594 | (12189.999, 2300000.0] |
| 19595 | (12189.999, 2300000.0] |
| 19596 | (8045000.0, 11300000.0] |
| 19597 | (4200000.0, 4600000.0] |
| 19598 | (8045000.0, 11300000.0] |
| 19599 | (11300000.0, 330000000.0] |
| 19600 | (12189.999, 2300000.0] |
| 19601 | (4200000.0, 4600000.0] |
| 19602 | (2980949.0, 3400000.0] |
| 19603 | (5100000.0, 5750000.0] |
| 19604 | (11300000.0, 330000000.0] |
| 19605 | (2300000.0, 2980949.0] |
| 19606 | (3800000.0, 4200000.0] |
| 19607 | (8045000.0, 11300000.0] |
| 19608 | (5750000.0, 6650000.0] |
| 19609 | (3800000.0, 4200000.0] |
| 19610 | (11300000.0, 330000000.0] |
| 19611 | (3400000.0, 3800000.0] |
| 19612 | (6650000.0, 8045000.0] |
| 19613 | (3800000.0, 4200000.0] |
| 19614 | (4200000.0, 4600000.0] |
| 19615 | (4600000.0, 5100000.0] |
| 19616 | (11300000.0, 330000000.0] |
| 19617 | (12189.999, 2300000.0] |
| 19618 | (2300000.0, 2980949.0] |
| 19619 | (3800000.0, 4200000.0] |
| 19620 | (4200000.0, 4600000.0] |
| 19621 | (2980949.0, 3400000.0] |
| 19622 | (3400000.0, 3800000.0] |
| 19623 | (2980949.0, 3400000.0] |
| 19624 | (5100000.0, 5750000.0] |
| 19625 | (4600000.0, 5100000.0] |
| 19626 | (2980949.0, 3400000.0] |
| 19627 | (12189.999, 2300000.0] |
| 19628 | (4200000.0, 4600000.0] |
| 19629 | (3400000.0, 3800000.0] |
| 19630 | (5100000.0, 5750000.0] |
| 19631 | (4600000.0, 5100000.0] |
| 19632 | (5750000.0, 6650000.0] |
| 19633 | (4600000.0, 5100000.0] |
| 19634 | (8045000.0, 11300000.0] |
| 19635 | (2300000.0, 2980949.0] |
| 19636 | (11300000.0, 330000000.0] |
| 19637 | (8045000.0, 11300000.0] |
| 19638 | (5100000.0, 5750000.0] |
| 19639 | (3800000.0, 4200000.0] |
| 19640 | (11300000.0, 330000000.0] |
| 19641 | (2300000.0, 2980949.0] |
| 19642 | (12189.999, 2300000.0] |
| 19643 | (12189.999, 2300000.0] |
| 19644 | (6650000.0, 8045000.0] |
| 19645 | (3400000.0, 3800000.0] |
| 19646 | (12189.999, 2300000.0] |
| 19647 | (8045000.0, 11300000.0] |
| 19648 | (4600000.0, 5100000.0] |
| 19649 | (2980949.0, 3400000.0] |
| 19650 | (3400000.0, 3800000.0] |
| 19651 | (5100000.0, 5750000.0] |
| 19652 | (5100000.0, 5750000.0] |
| 19653 | (5100000.0, 5750000.0] |
| 19654 | (3400000.0, 3800000.0] |
| 19655 | (3800000.0, 4200000.0] |
| 19656 | (2980949.0, 3400000.0] |
| 19657 | (2980949.0, 3400000.0] |
| 19658 | (3800000.0, 4200000.0] |
| 19659 | (5750000.0, 6650000.0] |
| 19660 | (3400000.0, 3800000.0] |
| 19661 | (3400000.0, 3800000.0] |
| 19662 | (2300000.0, 2980949.0] |
| 19663 | (5100000.0, 5750000.0] |
| 19664 | (2980949.0, 3400000.0] |
| 19665 | (6650000.0, 8045000.0] |
| 19666 | (5100000.0, 5750000.0] |
| 19667 | (5100000.0, 5750000.0] |
| 19668 | (3800000.0, 4200000.0] |
| 19669 | (5750000.0, 6650000.0] |
| 19670 | (8045000.0, 11300000.0] |
| 19671 | (5750000.0, 6650000.0] |
| 19672 | (4200000.0, 4600000.0] |
| 19673 | (5750000.0, 6650000.0] |
| 19674 | (12189.999, 2300000.0] |
| 19675 | (3800000.0, 4200000.0] |
| 19676 | (12189.999, 2300000.0] |
| 19677 | (12189.999, 2300000.0] |
| 19678 | (4600000.0, 5100000.0] |
| 19679 | (4200000.0, 4600000.0] |
| 19680 | (5100000.0, 5750000.0] |
| 19681 | (12189.999, 2300000.0] |
| 19682 | (3800000.0, 4200000.0] |
| 19683 | (11300000.0, 330000000.0] |
| 19684 | (5750000.0, 6650000.0] |
| 19685 | (4200000.0, 4600000.0] |
| 19686 | (5100000.0, 5750000.0] |
| 19687 | (3400000.0, 3800000.0] |
| 19688 | (5750000.0, 6650000.0] |
| 19689 | (5750000.0, 6650000.0] |
| 19690 | (8045000.0, 11300000.0] |
| 19691 | (6650000.0, 8045000.0] |
| 19692 | (2300000.0, 2980949.0] |
| 19693 | (5100000.0, 5750000.0] |
| 19694 | (11300000.0, 330000000.0] |
| 19695 | (2980949.0, 3400000.0] |
| 19696 | (2300000.0, 2980949.0] |
| 19697 | (3800000.0, 4200000.0] |
| 19698 | (3400000.0, 3800000.0] |
| 19699 | (2980949.0, 3400000.0] |
| 19700 | (4600000.0, 5100000.0] |
| 19701 | (2980949.0, 3400000.0] |
| 19702 | (11300000.0, 330000000.0] |
| 19703 | (3800000.0, 4200000.0] |
| 19704 | (12189.999, 2300000.0] |
| 19705 | (5100000.0, 5750000.0] |
| 19706 | (2980949.0, 3400000.0] |
| 19707 | (3400000.0, 3800000.0] |
| 19708 | (3400000.0, 3800000.0] |
| 19709 | (8045000.0, 11300000.0] |
| 19710 | (3400000.0, 3800000.0] |
| 19711 | (5750000.0, 6650000.0] |
| 19712 | (8045000.0, 11300000.0] |
| 19713 | (2300000.0, 2980949.0] |
| 19714 | (2300000.0, 2980949.0] |
| 19715 | (11300000.0, 330000000.0] |
| 19716 | (5750000.0, 6650000.0] |
| 19717 | (6650000.0, 8045000.0] |
| 19718 | (12189.999, 2300000.0] |
| 19719 | (5750000.0, 6650000.0] |
| 19720 | (5750000.0, 6650000.0] |
| 19721 | (12189.999, 2300000.0] |
| 19722 | (3400000.0, 3800000.0] |
| 19723 | (11300000.0, 330000000.0] |
| 19724 | (5750000.0, 6650000.0] |
| 19725 | (4200000.0, 4600000.0] |
| 19726 | (12189.999, 2300000.0] |
| 19727 | (5750000.0, 6650000.0] |
| 19728 | (8045000.0, 11300000.0] |
| 19729 | (12189.999, 2300000.0] |
| 19730 | (2980949.0, 3400000.0] |
| 19731 | (2980949.0, 3400000.0] |
| 19732 | (12189.999, 2300000.0] |
| 19733 | (5100000.0, 5750000.0] |
| 19734 | (12189.999, 2300000.0] |
| 19735 | (2300000.0, 2980949.0] |
| 19736 | (11300000.0, 330000000.0] |
| 19737 | (5750000.0, 6650000.0] |
| 19738 | (8045000.0, 11300000.0] |
| 19739 | (12189.999, 2300000.0] |
| 19740 | (3400000.0, 3800000.0] |
| 19741 | (3400000.0, 3800000.0] |
| 19742 | (5100000.0, 5750000.0] |
| 19743 | (5100000.0, 5750000.0] |
| 19744 | (3800000.0, 4200000.0] |
| 19745 | (3800000.0, 4200000.0] |
| 19746 | (4600000.0, 5100000.0] |
| 19747 | (4600000.0, 5100000.0] |
| 19748 | (4600000.0, 5100000.0] |
| 19749 | (11300000.0, 330000000.0] |
| 19750 | (8045000.0, 11300000.0] |
| 19751 | (3800000.0, 4200000.0] |
| 19752 | (12189.999, 2300000.0] |
| 19753 | (8045000.0, 11300000.0] |
| 19754 | (3800000.0, 4200000.0] |
| 19755 | (12189.999, 2300000.0] |
| 19756 | (6650000.0, 8045000.0] |
| 19757 | (3400000.0, 3800000.0] |
| 19758 | (3800000.0, 4200000.0] |
| 19759 | (4200000.0, 4600000.0] |
| 19760 | (2980949.0, 3400000.0] |
| 19761 | (5750000.0, 6650000.0] |
| 19762 | (12189.999, 2300000.0] |
| 19763 | (11300000.0, 330000000.0] |
| 19764 | (6650000.0, 8045000.0] |
| 19765 | (4200000.0, 4600000.0] |
| 19766 | (11300000.0, 330000000.0] |
| 19767 | (3800000.0, 4200000.0] |
| 19768 | (3800000.0, 4200000.0] |
| 19769 | (2300000.0, 2980949.0] |
| 19770 | (4600000.0, 5100000.0] |
| 19771 | (11300000.0, 330000000.0] |
| 19772 | (3400000.0, 3800000.0] |
| 19773 | (11300000.0, 330000000.0] |
| 19774 | (12189.999, 2300000.0] |
| 19775 | (11300000.0, 330000000.0] |
| 19776 | (4200000.0, 4600000.0] |
| 19777 | (2300000.0, 2980949.0] |
| 19778 | (5750000.0, 6650000.0] |
| 19779 | (4200000.0, 4600000.0] |
| 19780 | (8045000.0, 11300000.0] |
| 19781 | (8045000.0, 11300000.0] |
| 19782 | (3800000.0, 4200000.0] |
| 19783 | (3800000.0, 4200000.0] |
| 19784 | (3400000.0, 3800000.0] |
| 19785 | (3800000.0, 4200000.0] |
| 19786 | (2300000.0, 2980949.0] |
| 19787 | (2980949.0, 3400000.0] |
| 19788 | (6650000.0, 8045000.0] |
| 19789 | (3800000.0, 4200000.0] |
| 19790 | (3800000.0, 4200000.0] |
| 19791 | (2300000.0, 2980949.0] |
| 19792 | (3800000.0, 4200000.0] |
| 19793 | (3400000.0, 3800000.0] |
| 19794 | (2300000.0, 2980949.0] |
| 19795 | (5100000.0, 5750000.0] |
| 19796 | (11300000.0, 330000000.0] |
| 19797 | (11300000.0, 330000000.0] |
| 19798 | (8045000.0, 11300000.0] |
| 19799 | (6650000.0, 8045000.0] |
| 19800 | (4200000.0, 4600000.0] |
| 19801 | (11300000.0, 330000000.0] |
| 19802 | (2980949.0, 3400000.0] |
| 19803 | (11300000.0, 330000000.0] |
| 19804 | (5750000.0, 6650000.0] |
| 19805 | (11300000.0, 330000000.0] |
| 19806 | (6650000.0, 8045000.0] |
| 19807 | (3400000.0, 3800000.0] |
| 19808 | (4600000.0, 5100000.0] |
| 19809 | (5750000.0, 6650000.0] |
| 19810 | (6650000.0, 8045000.0] |
| 19811 | (3800000.0, 4200000.0] |
| 19812 | (3800000.0, 4200000.0] |
| 19813 | (5100000.0, 5750000.0] |
| 19814 | (2980949.0, 3400000.0] |
| 19815 | (3800000.0, 4200000.0] |
| 19816 | (3400000.0, 3800000.0] |
| 19817 | (8045000.0, 11300000.0] |
| 19818 | (5750000.0, 6650000.0] |
| 19819 | (11300000.0, 330000000.0] |
| 19820 | (5750000.0, 6650000.0] |
| 19821 | (2980949.0, 3400000.0] |
| 19822 | (2980949.0, 3400000.0] |
| 19823 | (12189.999, 2300000.0] |
| 19824 | (4600000.0, 5100000.0] |
| 19825 | (5100000.0, 5750000.0] |
| 19826 | (8045000.0, 11300000.0] |
| 19827 | (12189.999, 2300000.0] |
| 19828 | (11300000.0, 330000000.0] |
| 19829 | (12189.999, 2300000.0] |
| 19830 | (2300000.0, 2980949.0] |
| 19831 | (3400000.0, 3800000.0] |
| 19832 | (12189.999, 2300000.0] |
| 19833 | (2980949.0, 3400000.0] |
| 19834 | (4600000.0, 5100000.0] |
| 19835 | (12189.999, 2300000.0] |
| 19836 | (4600000.0, 5100000.0] |
| 19837 | (5750000.0, 6650000.0] |
| 19838 | (3400000.0, 3800000.0] |
| 19839 | (8045000.0, 11300000.0] |
| 19840 | (3400000.0, 3800000.0] |
| 19841 | (8045000.0, 11300000.0] |
| 19842 | (12189.999, 2300000.0] |
| 19843 | (4200000.0, 4600000.0] |
| 19844 | (2300000.0, 2980949.0] |
| 19845 | (2300000.0, 2980949.0] |
| 19846 | (2980949.0, 3400000.0] |
| 19847 | (12189.999, 2300000.0] |
| 19848 | (4200000.0, 4600000.0] |
| 19849 | (2980949.0, 3400000.0] |
| 19850 | (6650000.0, 8045000.0] |
| 19851 | (11300000.0, 330000000.0] |
| 19852 | (11300000.0, 330000000.0] |
| 19853 | (5750000.0, 6650000.0] |
| 19854 | (6650000.0, 8045000.0] |
| 19855 | (8045000.0, 11300000.0] |
| 19856 | (11300000.0, 330000000.0] |
| 19857 | (3400000.0, 3800000.0] |
| 19858 | (2980949.0, 3400000.0] |
| 19859 | (3400000.0, 3800000.0] |
| 19860 | (12189.999, 2300000.0] |
| 19861 | (5750000.0, 6650000.0] |
| 19862 | (4200000.0, 4600000.0] |
| 19863 | (5750000.0, 6650000.0] |
| 19864 | (11300000.0, 330000000.0] |
| 19866 | (3400000.0, 3800000.0] |
| 19867 | (11300000.0, 330000000.0] |
| 19868 | (11300000.0, 330000000.0] |
| 19869 | (6650000.0, 8045000.0] |
| 19870 | (4200000.0, 4600000.0] |
| 19871 | (3400000.0, 3800000.0] |
| 19872 | (3400000.0, 3800000.0] |
| 19873 | (4200000.0, 4600000.0] |
| 19874 | (5100000.0, 5750000.0] |
| 19875 | (5750000.0, 6650000.0] |
| 19876 | (3400000.0, 3800000.0] |
| 19877 | (3400000.0, 3800000.0] |
| 19878 | (2300000.0, 2980949.0] |
| 19879 | (4600000.0, 5100000.0] |
| 19880 | (8045000.0, 11300000.0] |
| 19881 | (5100000.0, 5750000.0] |
| 19882 | (5750000.0, 6650000.0] |
| 19883 | (4600000.0, 5100000.0] |
| 19884 | (6650000.0, 8045000.0] |
| 19885 | (12189.999, 2300000.0] |
| 19886 | (12189.999, 2300000.0] |
| 19887 | (6650000.0, 8045000.0] |
| 19888 | (2980949.0, 3400000.0] |
| 19889 | (5100000.0, 5750000.0] |
| 19890 | (5750000.0, 6650000.0] |
| 19891 | (5100000.0, 5750000.0] |
| 19892 | (4200000.0, 4600000.0] |
| 19893 | (4200000.0, 4600000.0] |
| 19894 | (2980949.0, 3400000.0] |
| 19895 | (4600000.0, 5100000.0] |
| 19896 | (12189.999, 2300000.0] |
| 19897 | (3800000.0, 4200000.0] |
| 19898 | (3400000.0, 3800000.0] |
| 19899 | (5100000.0, 5750000.0] |
| 19900 | (3800000.0, 4200000.0] |
| 19901 | (4200000.0, 4600000.0] |
| 19902 | (6650000.0, 8045000.0] |
| 19903 | (4600000.0, 5100000.0] |
| 19904 | (2300000.0, 2980949.0] |
| 19905 | (2300000.0, 2980949.0] |
| 19906 | (3400000.0, 3800000.0] |
| 19907 | (2300000.0, 2980949.0] |
| 19908 | (12189.999, 2300000.0] |
| 19909 | (5100000.0, 5750000.0] |
| 19910 | (3400000.0, 3800000.0] |
| 19911 | (3400000.0, 3800000.0] |
| 19912 | (3400000.0, 3800000.0] |
| 19913 | (8045000.0, 11300000.0] |
| 19914 | (5100000.0, 5750000.0] |
| 19915 | (5750000.0, 6650000.0] |
| 19916 | (3800000.0, 4200000.0] |
| 19917 | (2300000.0, 2980949.0] |
| 19918 | (2980949.0, 3400000.0] |
| 19919 | (3800000.0, 4200000.0] |
| 19920 | (5100000.0, 5750000.0] |
| 19921 | (2300000.0, 2980949.0] |
| 19922 | (2980949.0, 3400000.0] |
| 19923 | (6650000.0, 8045000.0] |
| 19924 | (4200000.0, 4600000.0] |
| 19925 | (8045000.0, 11300000.0] |
| 19926 | (12189.999, 2300000.0] |
| 19927 | (12189.999, 2300000.0] |
| 19928 | (5750000.0, 6650000.0] |
| 19929 | (2300000.0, 2980949.0] |
| 19930 | (5100000.0, 5750000.0] |
| 19931 | (12189.999, 2300000.0] |
| 19932 | (12189.999, 2300000.0] |
| 19933 | (3400000.0, 3800000.0] |
| 19934 | (4200000.0, 4600000.0] |
| 19935 | (5750000.0, 6650000.0] |
| 19936 | (11300000.0, 330000000.0] |
| 19937 | (12189.999, 2300000.0] |
| 19938 | (6650000.0, 8045000.0] |
| 19939 | (6650000.0, 8045000.0] |
| 19940 | (3800000.0, 4200000.0] |
| 19941 | (5750000.0, 6650000.0] |
| 19942 | (4200000.0, 4600000.0] |
| 19943 | (11300000.0, 330000000.0] |
| 19944 | (8045000.0, 11300000.0] |
| 19945 | (4200000.0, 4600000.0] |
| 19946 | (2300000.0, 2980949.0] |
| 19947 | (3800000.0, 4200000.0] |
| 19948 | (3400000.0, 3800000.0] |
| 19950 | (2980949.0, 3400000.0] |
| 19951 | (2980949.0, 3400000.0] |
| 19952 | (12189.999, 2300000.0] |
| 19953 | (8045000.0, 11300000.0] |
| 19954 | (3400000.0, 3800000.0] |
| 19955 | (12189.999, 2300000.0] |
| 19956 | (11300000.0, 330000000.0] |
| 19957 | (4600000.0, 5100000.0] |
| 19958 | (3400000.0, 3800000.0] |
| 19959 | (11300000.0, 330000000.0] |
| 19960 | (5750000.0, 6650000.0] |
| 19962 | (3400000.0, 3800000.0] |
| 19963 | (2980949.0, 3400000.0] |
| 19964 | (11300000.0, 330000000.0] |
| 19965 | (2300000.0, 2980949.0] |
| 19966 | (2980949.0, 3400000.0] |
| 19967 | (5750000.0, 6650000.0] |
| 19968 | (5750000.0, 6650000.0] |
| 19969 | (6650000.0, 8045000.0] |
| 19970 | (8045000.0, 11300000.0] |
| 19971 | (2300000.0, 2980949.0] |
| 19972 | (4200000.0, 4600000.0] |
| 19973 | (3800000.0, 4200000.0] |
| 19974 | (8045000.0, 11300000.0] |
| 19975 | (2980949.0, 3400000.0] |
| 19976 | (3400000.0, 3800000.0] |
| 19978 | (3800000.0, 4200000.0] |
| 19979 | (6650000.0, 8045000.0] |
| 19980 | (2300000.0, 2980949.0] |
| 19981 | (12189.999, 2300000.0] |
| 19982 | (6650000.0, 8045000.0] |
| 19983 | (8045000.0, 11300000.0] |
| 19984 | (6650000.0, 8045000.0] |
| 19985 | (12189.999, 2300000.0] |
| 19986 | (5100000.0, 5750000.0] |
| 19987 | (12189.999, 2300000.0] |
| 19988 | (2300000.0, 2980949.0] |
| 19989 | (3400000.0, 3800000.0] |
| 19990 | (3400000.0, 3800000.0] |
| 19991 | (2300000.0, 2980949.0] |
| 19992 | (2980949.0, 3400000.0] |
| 19993 | (3400000.0, 3800000.0] |
| 19994 | (3800000.0, 4200000.0] |
| 19995 | (4600000.0, 5100000.0] |
| 19996 | (3400000.0, 3800000.0] |
| 19997 | (5750000.0, 6650000.0] |
| 19998 | (5750000.0, 6650000.0] |
| 19999 | (6650000.0, 8045000.0] |
| 20000 | (11300000.0, 330000000.0] |
| 20001 | (6650000.0, 8045000.0] |
| 20002 | (2300000.0, 2980949.0] |
| 20003 | (3400000.0, 3800000.0] |
| 20004 | (4600000.0, 5100000.0] |
| 20005 | (3800000.0, 4200000.0] |
| 20006 | (4200000.0, 4600000.0] |
| 20007 | (5100000.0, 5750000.0] |
| 20008 | (5100000.0, 5750000.0] |
| 20009 | (8045000.0, 11300000.0] |
| 20010 | (2980949.0, 3400000.0] |
| 20011 | (5750000.0, 6650000.0] |
| 20012 | (3800000.0, 4200000.0] |
| 20013 | (3400000.0, 3800000.0] |
| 20014 | (11300000.0, 330000000.0] |
| 20015 | (6650000.0, 8045000.0] |
| 20016 | (5100000.0, 5750000.0] |
| 20017 | (6650000.0, 8045000.0] |
| 20018 | (2300000.0, 2980949.0] |
| 20019 | (2300000.0, 2980949.0] |
| 20020 | (11300000.0, 330000000.0] |
| 20021 | (4600000.0, 5100000.0] |
| 20022 | (3400000.0, 3800000.0] |
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| 20024 | (5100000.0, 5750000.0] |
| 20025 | (2300000.0, 2980949.0] |
| 20026 | (2980949.0, 3400000.0] |
| 20027 | (4200000.0, 4600000.0] |
| 20028 | (6650000.0, 8045000.0] |
| 20029 | (6650000.0, 8045000.0] |
| 20030 | (5100000.0, 5750000.0] |
| 20031 | (8045000.0, 11300000.0] |
| 20032 | (2300000.0, 2980949.0] |
| 20033 | (4200000.0, 4600000.0] |
| 20034 | (12189.999, 2300000.0] |
| 20035 | (2300000.0, 2980949.0] |
| 20036 | (3400000.0, 3800000.0] |
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| 20038 | (5750000.0, 6650000.0] |
| 20039 | (5750000.0, 6650000.0] |
| 20040 | (2300000.0, 2980949.0] |
| 20041 | (11300000.0, 330000000.0] |
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| 20044 | (5750000.0, 6650000.0] |
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| 20046 | (2300000.0, 2980949.0] |
| 20047 | (3400000.0, 3800000.0] |
| 20048 | (12189.999, 2300000.0] |
| 20049 | (6650000.0, 8045000.0] |
| 20050 | (4600000.0, 5100000.0] |
| 20051 | (11300000.0, 330000000.0] |
| 20052 | (6650000.0, 8045000.0] |
| 20053 | (11300000.0, 330000000.0] |
| 20054 | (2300000.0, 2980949.0] |
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| 20059 | (5750000.0, 6650000.0] |
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| 20065 | (4600000.0, 5100000.0] |
| 20066 | (5750000.0, 6650000.0] |
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| 20068 | (6650000.0, 8045000.0] |
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| 20071 | (2980949.0, 3400000.0] |
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| 20080 | (4600000.0, 5100000.0] |
| 20081 | (3400000.0, 3800000.0] |
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| 20086 | (12189.999, 2300000.0] |
| 20087 | (6650000.0, 8045000.0] |
| 20089 | (12189.999, 2300000.0] |
| 20090 | (3400000.0, 3800000.0] |
| 20091 | (4200000.0, 4600000.0] |
| 20092 | (8045000.0, 11300000.0] |
| 20093 | (4200000.0, 4600000.0] |
| 20094 | (2300000.0, 2980949.0] |
| 20095 | (2300000.0, 2980949.0] |
| 20096 | (6650000.0, 8045000.0] |
| 20097 | (3800000.0, 4200000.0] |
| 20098 | (6650000.0, 8045000.0] |
| 20099 | (3400000.0, 3800000.0] |
| 20100 | (8045000.0, 11300000.0] |
| 20101 | (3800000.0, 4200000.0] |
| 20102 | (2300000.0, 2980949.0] |
| 20103 | (4200000.0, 4600000.0] |
| 20104 | (5750000.0, 6650000.0] |
| 20105 | (3800000.0, 4200000.0] |
| 20106 | (4200000.0, 4600000.0] |
| 20107 | (12189.999, 2300000.0] |
| 20108 | (8045000.0, 11300000.0] |
| 20109 | (11300000.0, 330000000.0] |
| 20110 | (5750000.0, 6650000.0] |
| 20111 | (3400000.0, 3800000.0] |
| 20112 | (3400000.0, 3800000.0] |
| 20113 | (5100000.0, 5750000.0] |
| 20114 | (5100000.0, 5750000.0] |
| 20115 | (11300000.0, 330000000.0] |
| 20116 | (5750000.0, 6650000.0] |
| 20117 | (4200000.0, 4600000.0] |
| 20118 | (12189.999, 2300000.0] |
| 20119 | (3800000.0, 4200000.0] |
| 20120 | (11300000.0, 330000000.0] |
| 20121 | (8045000.0, 11300000.0] |
| 20122 | (4600000.0, 5100000.0] |
| 20123 | (12189.999, 2300000.0] |
| 20124 | (3400000.0, 3800000.0] |
| 20125 | (3800000.0, 4200000.0] |
| 20126 | (6650000.0, 8045000.0] |
| 20127 | (12189.999, 2300000.0] |
| 20128 | (11300000.0, 330000000.0] |
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| 20145 | (2980949.0, 3400000.0] |
| 20147 | (5100000.0, 5750000.0] |
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| 20149 | (3400000.0, 3800000.0] |
| 20150 | (6650000.0, 8045000.0] |
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| 20153 | (4200000.0, 4600000.0] |
| 20154 | (5100000.0, 5750000.0] |
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| 20159 | (2300000.0, 2980949.0] |
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| 20164 | (2300000.0, 2980949.0] |
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| 20166 | (5750000.0, 6650000.0] |
| 20167 | (3800000.0, 4200000.0] |
| 20168 | (8045000.0, 11300000.0] |
| 20169 | (2980949.0, 3400000.0] |
| 20170 | (5750000.0, 6650000.0] |
| 20171 | (6650000.0, 8045000.0] |
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| 20173 | (2300000.0, 2980949.0] |
| 20174 | (4200000.0, 4600000.0] |
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| 20178 | (3400000.0, 3800000.0] |
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| 21265 | (5750000.0, 6650000.0] |
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| 21286 | (5750000.0, 6650000.0] |
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| 21288 | (12189.999, 2300000.0] |
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| 21290 | (6650000.0, 8045000.0] |
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| 21292 | (2300000.0, 2980949.0] |
| 21293 | (2980949.0, 3400000.0] |
| 21294 | (11300000.0, 330000000.0] |
| 21295 | (3800000.0, 4200000.0] |
| 21296 | (6650000.0, 8045000.0] |
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| 21299 | (2300000.0, 2980949.0] |
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| 21305 | (11300000.0, 330000000.0] |
| 21306 | (3400000.0, 3800000.0] |
| 21307 | (6650000.0, 8045000.0] |
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| 21309 | (2300000.0, 2980949.0] |
| 21310 | (5100000.0, 5750000.0] |
| 21311 | (3400000.0, 3800000.0] |
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| 21313 | (12189.999, 2300000.0] |
| 21314 | (5750000.0, 6650000.0] |
| 21315 | (5750000.0, 6650000.0] |
| 21316 | (12189.999, 2300000.0] |
| 21317 | (4600000.0, 5100000.0] |
| 21318 | (12189.999, 2300000.0] |
| 21319 | (8045000.0, 11300000.0] |
| 21320 | (5100000.0, 5750000.0] |
| 21321 | (3800000.0, 4200000.0] |
| 21322 | (6650000.0, 8045000.0] |
| 21323 | (3400000.0, 3800000.0] |
| 21324 | (8045000.0, 11300000.0] |
| 21325 | (8045000.0, 11300000.0] |
| 21326 | (6650000.0, 8045000.0] |
| 21327 | (12189.999, 2300000.0] |
| 21328 | (3400000.0, 3800000.0] |
| 21329 | (3800000.0, 4200000.0] |
| 21330 | (3800000.0, 4200000.0] |
| 21332 | (4200000.0, 4600000.0] |
| 21333 | (5750000.0, 6650000.0] |
| 21334 | (4200000.0, 4600000.0] |
| 21335 | (6650000.0, 8045000.0] |
| 21336 | (4600000.0, 5100000.0] |
| 21337 | (4200000.0, 4600000.0] |
| 21338 | (2980949.0, 3400000.0] |
| 21339 | (6650000.0, 8045000.0] |
| 21340 | (6650000.0, 8045000.0] |
| 21341 | (2980949.0, 3400000.0] |
| 21342 | (2300000.0, 2980949.0] |
| 21343 | (2980949.0, 3400000.0] |
| 21344 | (5750000.0, 6650000.0] |
| 21345 | (5100000.0, 5750000.0] |
| 21346 | (3800000.0, 4200000.0] |
| 21347 | (2980949.0, 3400000.0] |
| 21348 | (4600000.0, 5100000.0] |
| 21349 | (3800000.0, 4200000.0] |
| 21350 | (3800000.0, 4200000.0] |
| 21351 | (6650000.0, 8045000.0] |
| 21352 | (5100000.0, 5750000.0] |
| 21353 | (5100000.0, 5750000.0] |
| 21354 | (5750000.0, 6650000.0] |
| 21355 | (2980949.0, 3400000.0] |
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| 21798 | (4600000.0, 5100000.0] |
| 21799 | (5100000.0, 5750000.0] |
| 21800 | (4200000.0, 4600000.0] |
| 21801 | (5750000.0, 6650000.0] |
| 21802 | (12189.999, 2300000.0] |
| 21803 | (3800000.0, 4200000.0] |
| 21804 | (4200000.0, 4600000.0] |
| 21805 | (4600000.0, 5100000.0] |
| 21806 | (4600000.0, 5100000.0] |
| 21807 | (5750000.0, 6650000.0] |
| 21808 | (4200000.0, 4600000.0] |
| 21809 | (8045000.0, 11300000.0] |
| 21810 | (2300000.0, 2980949.0] |
| 21811 | (2980949.0, 3400000.0] |
| 21812 | (3800000.0, 4200000.0] |
| 21813 | (5100000.0, 5750000.0] |
| 21814 | (5750000.0, 6650000.0] |
| 21815 | (4600000.0, 5100000.0] |
| 21816 | (5100000.0, 5750000.0] |
| 21817 | (2300000.0, 2980949.0] |
| 21818 | (5750000.0, 6650000.0] |
| 21819 | (4600000.0, 5100000.0] |
| 21820 | (2980949.0, 3400000.0] |
| 21821 | (6650000.0, 8045000.0] |
| 21822 | (2980949.0, 3400000.0] |
| 21823 | (4200000.0, 4600000.0] |
| 21824 | (2300000.0, 2980949.0] |
| 21825 | (3800000.0, 4200000.0] |
| 21826 | (5100000.0, 5750000.0] |
| 21827 | (4200000.0, 4600000.0] |
| 21828 | (2980949.0, 3400000.0] |
| 21829 | (6650000.0, 8045000.0] |
| 21830 | (6650000.0, 8045000.0] |
| 21831 | (11300000.0, 330000000.0] |
| 21832 | (11300000.0, 330000000.0] |
| 21833 | (2980949.0, 3400000.0] |
| 21834 | (8045000.0, 11300000.0] |
| 21835 | (12189.999, 2300000.0] |
| 21836 | (3800000.0, 4200000.0] |
| 21838 | (5750000.0, 6650000.0] |
| 21839 | (2300000.0, 2980949.0] |
| 21840 | (3800000.0, 4200000.0] |
| 21841 | (12189.999, 2300000.0] |
| 21842 | (11300000.0, 330000000.0] |
| 21843 | (3400000.0, 3800000.0] |
| 21844 | (8045000.0, 11300000.0] |
| 21845 | (2980949.0, 3400000.0] |
| 21846 | (4200000.0, 4600000.0] |
| 21847 | (5750000.0, 6650000.0] |
| 21848 | (2980949.0, 3400000.0] |
| 21849 | (3400000.0, 3800000.0] |
| 21850 | (8045000.0, 11300000.0] |
| 21851 | (2300000.0, 2980949.0] |
| 21852 | (11300000.0, 330000000.0] |
| 21853 | (12189.999, 2300000.0] |
| 21854 | (6650000.0, 8045000.0] |
| 21855 | (2300000.0, 2980949.0] |
| 21856 | (5100000.0, 5750000.0] |
| 21857 | (11300000.0, 330000000.0] |
| 21858 | (4200000.0, 4600000.0] |
| 21859 | (2300000.0, 2980949.0] |
| 21860 | (11300000.0, 330000000.0] |
| 21861 | (2300000.0, 2980949.0] |
| 21862 | (4200000.0, 4600000.0] |
| 21863 | (2980949.0, 3400000.0] |
| 21864 | (3800000.0, 4200000.0] |
| 21865 | (6650000.0, 8045000.0] |
| 21866 | (5100000.0, 5750000.0] |
| 21867 | (11300000.0, 330000000.0] |
| 21868 | (2300000.0, 2980949.0] |
| 21869 | (2300000.0, 2980949.0] |
| 21870 | (3800000.0, 4200000.0] |
| 21871 | (2980949.0, 3400000.0] |
| 21872 | (12189.999, 2300000.0] |
| 21873 | (5750000.0, 6650000.0] |
| 21874 | (5100000.0, 5750000.0] |
| 21875 | (2300000.0, 2980949.0] |
| 21876 | (5750000.0, 6650000.0] |
| 21877 | (2300000.0, 2980949.0] |
| 21878 | (2980949.0, 3400000.0] |
| 21879 | (3800000.0, 4200000.0] |
| 21880 | (4200000.0, 4600000.0] |
| 21881 | (11300000.0, 330000000.0] |
| 21882 | (6650000.0, 8045000.0] |
| 21883 | (8045000.0, 11300000.0] |
| 21884 | (3400000.0, 3800000.0] |
| 21885 | (5100000.0, 5750000.0] |
| 21886 | (4600000.0, 5100000.0] |
| 21887 | (5100000.0, 5750000.0] |
| 21888 | (4600000.0, 5100000.0] |
| 21889 | (2300000.0, 2980949.0] |
| 21890 | (4600000.0, 5100000.0] |
| 21891 | (4200000.0, 4600000.0] |
| 21892 | (5750000.0, 6650000.0] |
| 21893 | (5750000.0, 6650000.0] |
| 21894 | (5750000.0, 6650000.0] |
| 21895 | (6650000.0, 8045000.0] |
| 21896 | (11300000.0, 330000000.0] |
| 21897 | (8045000.0, 11300000.0] |
| 21898 | (5750000.0, 6650000.0] |
| 21899 | (4200000.0, 4600000.0] |
| 21900 | (3400000.0, 3800000.0] |
| 21901 | (6650000.0, 8045000.0] |
| 21902 | (3800000.0, 4200000.0] |
| 21903 | (11300000.0, 330000000.0] |
| 21904 | (3400000.0, 3800000.0] |
| 21905 | (2300000.0, 2980949.0] |
| 21906 | (5100000.0, 5750000.0] |
| 21907 | (5100000.0, 5750000.0] |
| 21908 | (5100000.0, 5750000.0] |
| 21909 | (4200000.0, 4600000.0] |
| 21910 | (12189.999, 2300000.0] |
| 21911 | (2980949.0, 3400000.0] |
| 21912 | (12189.999, 2300000.0] |
| 21913 | (2300000.0, 2980949.0] |
| 21914 | (4200000.0, 4600000.0] |
| 21915 | (11300000.0, 330000000.0] |
| 21916 | (6650000.0, 8045000.0] |
| 21917 | (3400000.0, 3800000.0] |
| 21918 | (4600000.0, 5100000.0] |
| 21919 | (8045000.0, 11300000.0] |
| 21920 | (8045000.0, 11300000.0] |
| 21921 | (4600000.0, 5100000.0] |
| 21922 | (4600000.0, 5100000.0] |
| 21924 | (3400000.0, 3800000.0] |
| 21925 | (8045000.0, 11300000.0] |
| 21926 | (5750000.0, 6650000.0] |
| 21927 | (3800000.0, 4200000.0] |
| 21928 | (2300000.0, 2980949.0] |
| 21929 | (6650000.0, 8045000.0] |
| 21930 | (8045000.0, 11300000.0] |
| 21931 | (4200000.0, 4600000.0] |
| 21932 | (6650000.0, 8045000.0] |
| 21933 | (5750000.0, 6650000.0] |
| 21934 | (6650000.0, 8045000.0] |
| 21935 | (2300000.0, 2980949.0] |
| 21936 | (4200000.0, 4600000.0] |
| 21937 | (5100000.0, 5750000.0] |
| 21938 | (2300000.0, 2980949.0] |
| 21939 | (11300000.0, 330000000.0] |
| 21940 | (4600000.0, 5100000.0] |
| 21941 | (4600000.0, 5100000.0] |
| 21942 | (3400000.0, 3800000.0] |
| 21943 | (5750000.0, 6650000.0] |
| 21944 | (4600000.0, 5100000.0] |
| 21945 | (8045000.0, 11300000.0] |
| 21946 | (3400000.0, 3800000.0] |
| 21947 | (4600000.0, 5100000.0] |
| 21948 | (8045000.0, 11300000.0] |
| 21949 | (5100000.0, 5750000.0] |
| 21950 | (6650000.0, 8045000.0] |
| 21951 | (11300000.0, 330000000.0] |
| 21952 | (3400000.0, 3800000.0] |
| 21953 | (3800000.0, 4200000.0] |
| 21954 | (8045000.0, 11300000.0] |
| 21956 | (5100000.0, 5750000.0] |
| 21957 | (3400000.0, 3800000.0] |
| 21958 | (6650000.0, 8045000.0] |
| 21959 | (2300000.0, 2980949.0] |
| 21960 | (4200000.0, 4600000.0] |
| 21961 | (12189.999, 2300000.0] |
| 21962 | (12189.999, 2300000.0] |
| 21963 | (2980949.0, 3400000.0] |
| 21964 | (6650000.0, 8045000.0] |
| 21965 | (3800000.0, 4200000.0] |
| 21966 | (8045000.0, 11300000.0] |
| 21967 | (4200000.0, 4600000.0] |
| 21968 | (12189.999, 2300000.0] |
| 21969 | (11300000.0, 330000000.0] |
| 21970 | (5750000.0, 6650000.0] |
| 21971 | (6650000.0, 8045000.0] |
| 21972 | (2300000.0, 2980949.0] |
| 21973 | (3800000.0, 4200000.0] |
| 21974 | (2980949.0, 3400000.0] |
| 21975 | (8045000.0, 11300000.0] |
| 21976 | (4200000.0, 4600000.0] |
| 21977 | (4200000.0, 4600000.0] |
| 21978 | (5750000.0, 6650000.0] |
| 21979 | (2980949.0, 3400000.0] |
| 21980 | (8045000.0, 11300000.0] |
| 21981 | (12189.999, 2300000.0] |
| 21982 | (12189.999, 2300000.0] |
| 21983 | (3400000.0, 3800000.0] |
| 21984 | (2980949.0, 3400000.0] |
| 21985 | (6650000.0, 8045000.0] |
| 21986 | (12189.999, 2300000.0] |
| 21987 | (4200000.0, 4600000.0] |
| 21988 | (6650000.0, 8045000.0] |
| 21989 | (11300000.0, 330000000.0] |
| 21991 | (5100000.0, 5750000.0] |
| 21992 | (11300000.0, 330000000.0] |
| 21993 | (4200000.0, 4600000.0] |
| 21994 | (3800000.0, 4200000.0] |
| 21995 | (12189.999, 2300000.0] |
| 21996 | (5100000.0, 5750000.0] |
| 21997 | (2300000.0, 2980949.0] |
| 21998 | (5750000.0, 6650000.0] |
| 21999 | (2980949.0, 3400000.0] |
| 22000 | (5750000.0, 6650000.0] |
| 22001 | (11300000.0, 330000000.0] |
| 22002 | (6650000.0, 8045000.0] |
| 22003 | (11300000.0, 330000000.0] |
| 22004 | (6650000.0, 8045000.0] |
| 22005 | (11300000.0, 330000000.0] |
| 22006 | (2300000.0, 2980949.0] |
| 22007 | (4600000.0, 5100000.0] |
| 22008 | (11300000.0, 330000000.0] |
| 22009 | (3800000.0, 4200000.0] |
| 22010 | (5750000.0, 6650000.0] |
| 22011 | (6650000.0, 8045000.0] |
| 22012 | (3800000.0, 4200000.0] |
| 22013 | (11300000.0, 330000000.0] |
| 22014 | (4600000.0, 5100000.0] |
| 22015 | (5750000.0, 6650000.0] |
| 22016 | (11300000.0, 330000000.0] |
| 22017 | (5100000.0, 5750000.0] |
| 22018 | (3800000.0, 4200000.0] |
| 22019 | (5100000.0, 5750000.0] |
| 22020 | (6650000.0, 8045000.0] |
| 22021 | (5750000.0, 6650000.0] |
| 22022 | (2300000.0, 2980949.0] |
| 22023 | (12189.999, 2300000.0] |
| 22024 | (5100000.0, 5750000.0] |
| 22025 | (11300000.0, 330000000.0] |
| 22026 | (2300000.0, 2980949.0] |
| 22027 | (5100000.0, 5750000.0] |
| 22028 | (6650000.0, 8045000.0] |
| 22029 | (2980949.0, 3400000.0] |
| 22030 | (3400000.0, 3800000.0] |
| 22031 | (2980949.0, 3400000.0] |
| 22032 | (5750000.0, 6650000.0] |
| 22033 | (4600000.0, 5100000.0] |
| 22034 | (2980949.0, 3400000.0] |
| 22035 | (5750000.0, 6650000.0] |
| 22036 | (6650000.0, 8045000.0] |
| 22037 | (8045000.0, 11300000.0] |
| 22039 | (4600000.0, 5100000.0] |
| 22040 | (12189.999, 2300000.0] |
| 22041 | (3400000.0, 3800000.0] |
| 22042 | (12189.999, 2300000.0] |
| 22043 | (8045000.0, 11300000.0] |
| 22044 | (8045000.0, 11300000.0] |
| 22045 | (2980949.0, 3400000.0] |
| 22046 | (8045000.0, 11300000.0] |
| 22047 | (2980949.0, 3400000.0] |
| 22048 | (6650000.0, 8045000.0] |
| 22049 | (8045000.0, 11300000.0] |
| 22050 | (4600000.0, 5100000.0] |
| 22051 | (5750000.0, 6650000.0] |
| 22052 | (4200000.0, 4600000.0] |
| 22053 | (12189.999, 2300000.0] |
| 22054 | (2980949.0, 3400000.0] |
| 22055 | (8045000.0, 11300000.0] |
| 22056 | (5750000.0, 6650000.0] |
| 22057 | (5750000.0, 6650000.0] |
| 22058 | (5750000.0, 6650000.0] |
| 22059 | (2300000.0, 2980949.0] |
| 22060 | (4600000.0, 5100000.0] |
| 22061 | (2980949.0, 3400000.0] |
| 22062 | (3800000.0, 4200000.0] |
| 22063 | (6650000.0, 8045000.0] |
| 22064 | (4200000.0, 4600000.0] |
| 22065 | (2980949.0, 3400000.0] |
| 22066 | (3400000.0, 3800000.0] |
| 22067 | (4200000.0, 4600000.0] |
| 22068 | (6650000.0, 8045000.0] |
| 22069 | (4600000.0, 5100000.0] |
| 22070 | (3400000.0, 3800000.0] |
| 22071 | (2300000.0, 2980949.0] |
| 22072 | (6650000.0, 8045000.0] |
| 22073 | (8045000.0, 11300000.0] |
| 22074 | (6650000.0, 8045000.0] |
| 22075 | (12189.999, 2300000.0] |
| 22076 | (11300000.0, 330000000.0] |
| 22077 | (8045000.0, 11300000.0] |
| 22078 | (12189.999, 2300000.0] |
| 22079 | (5750000.0, 6650000.0] |
| 22080 | (5750000.0, 6650000.0] |
| 22081 | (6650000.0, 8045000.0] |
| 22082 | (5750000.0, 6650000.0] |
| 22083 | (12189.999, 2300000.0] |
| 22084 | (4600000.0, 5100000.0] |
| 22085 | (3800000.0, 4200000.0] |
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| 22087 | (2300000.0, 2980949.0] |
| 22088 | (8045000.0, 11300000.0] |
| 22089 | (4600000.0, 5100000.0] |
| 22090 | (5100000.0, 5750000.0] |
| 22091 | (3400000.0, 3800000.0] |
| 22092 | (5750000.0, 6650000.0] |
| 22093 | (2980949.0, 3400000.0] |
| 22094 | (4200000.0, 4600000.0] |
| 22095 | (12189.999, 2300000.0] |
| 22096 | (2980949.0, 3400000.0] |
| 22097 | (6650000.0, 8045000.0] |
| 22098 | (5100000.0, 5750000.0] |
| 22099 | (6650000.0, 8045000.0] |
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| 22102 | (11300000.0, 330000000.0] |
| 22103 | (4600000.0, 5100000.0] |
| 22104 | (4200000.0, 4600000.0] |
| 22105 | (11300000.0, 330000000.0] |
| 22106 | (3400000.0, 3800000.0] |
| 22107 | (11300000.0, 330000000.0] |
| 22108 | (5750000.0, 6650000.0] |
| 22109 | (2300000.0, 2980949.0] |
| 22110 | (2980949.0, 3400000.0] |
| 22111 | (12189.999, 2300000.0] |
| 22112 | (8045000.0, 11300000.0] |
| 22113 | (8045000.0, 11300000.0] |
| 22114 | (4200000.0, 4600000.0] |
| 22115 | (5100000.0, 5750000.0] |
| 22116 | (3800000.0, 4200000.0] |
| 22117 | (6650000.0, 8045000.0] |
| 22118 | (4200000.0, 4600000.0] |
| 22119 | (3800000.0, 4200000.0] |
| 22120 | (12189.999, 2300000.0] |
| 22121 | (5100000.0, 5750000.0] |
| 22122 | (8045000.0, 11300000.0] |
| 22123 | (5100000.0, 5750000.0] |
| 22124 | (5750000.0, 6650000.0] |
| 22125 | (3800000.0, 4200000.0] |
| 22126 | (5100000.0, 5750000.0] |
| 22127 | (5750000.0, 6650000.0] |
| 22128 | (11300000.0, 330000000.0] |
| 22129 | (5750000.0, 6650000.0] |
| 22130 | (5100000.0, 5750000.0] |
| 22132 | (6650000.0, 8045000.0] |
| 22133 | (3400000.0, 3800000.0] |
| 22134 | (8045000.0, 11300000.0] |
| 22135 | (2980949.0, 3400000.0] |
| 22136 | (2980949.0, 3400000.0] |
| 22137 | (4600000.0, 5100000.0] |
| 22138 | (5100000.0, 5750000.0] |
| 22139 | (4200000.0, 4600000.0] |
| 22140 | (3400000.0, 3800000.0] |
| 22141 | (4600000.0, 5100000.0] |
| 22142 | (3400000.0, 3800000.0] |
| 22143 | (4200000.0, 4600000.0] |
| 22144 | (8045000.0, 11300000.0] |
| 22145 | (12189.999, 2300000.0] |
| 22146 | (12189.999, 2300000.0] |
| 22147 | (3400000.0, 3800000.0] |
| 22148 | (4600000.0, 5100000.0] |
| 22149 | (6650000.0, 8045000.0] |
| 22150 | (3400000.0, 3800000.0] |
| 22151 | (8045000.0, 11300000.0] |
| 22152 | (11300000.0, 330000000.0] |
| 22153 | (12189.999, 2300000.0] |
| 22154 | (3800000.0, 4200000.0] |
| 22155 | (12189.999, 2300000.0] |
| 22156 | (4600000.0, 5100000.0] |
| 22157 | (12189.999, 2300000.0] |
| 22158 | (3800000.0, 4200000.0] |
| 22159 | (3800000.0, 4200000.0] |
| 22160 | (5100000.0, 5750000.0] |
| 22161 | (4200000.0, 4600000.0] |
| 22162 | (8045000.0, 11300000.0] |
| 22163 | (3800000.0, 4200000.0] |
| 22164 | (3800000.0, 4200000.0] |
| 22165 | (12189.999, 2300000.0] |
| 22166 | (3400000.0, 3800000.0] |
| 22167 | (12189.999, 2300000.0] |
| 22168 | (2300000.0, 2980949.0] |
| 22169 | (8045000.0, 11300000.0] |
| 22170 | (12189.999, 2300000.0] |
| 22171 | (2980949.0, 3400000.0] |
| 22172 | (11300000.0, 330000000.0] |
| 22173 | (2980949.0, 3400000.0] |
| 22174 | (11300000.0, 330000000.0] |
| 22175 | (8045000.0, 11300000.0] |
| 22176 | (12189.999, 2300000.0] |
| 22177 | (4600000.0, 5100000.0] |
| 22178 | (3400000.0, 3800000.0] |
| 22179 | (3400000.0, 3800000.0] |
| 22180 | (4600000.0, 5100000.0] |
| 22181 | (2980949.0, 3400000.0] |
| 22182 | (6650000.0, 8045000.0] |
| 22183 | (3400000.0, 3800000.0] |
| 22184 | (3800000.0, 4200000.0] |
| 22185 | (8045000.0, 11300000.0] |
| 22186 | (4600000.0, 5100000.0] |
| 22187 | (2980949.0, 3400000.0] |
| 22188 | (2980949.0, 3400000.0] |
| 22189 | (6650000.0, 8045000.0] |
| 22190 | (5750000.0, 6650000.0] |
| 22191 | (4600000.0, 5100000.0] |
| 22192 | (5750000.0, 6650000.0] |
| 22193 | (2980949.0, 3400000.0] |
| 22194 | (5750000.0, 6650000.0] |
| 22195 | (11300000.0, 330000000.0] |
| 22196 | (4200000.0, 4600000.0] |
| 22197 | (11300000.0, 330000000.0] |
| 22198 | (5100000.0, 5750000.0] |
| 22199 | (12189.999, 2300000.0] |
| 22200 | (2300000.0, 2980949.0] |
| 22201 | (4600000.0, 5100000.0] |
| 22202 | (8045000.0, 11300000.0] |
| 22203 | (11300000.0, 330000000.0] |
| 22204 | (8045000.0, 11300000.0] |
| 22205 | (5750000.0, 6650000.0] |
| 22206 | (3800000.0, 4200000.0] |
| 22207 | (8045000.0, 11300000.0] |
| 22208 | (3800000.0, 4200000.0] |
| 22209 | (5100000.0, 5750000.0] |
| 22210 | (3400000.0, 3800000.0] |
| 22211 | (8045000.0, 11300000.0] |
| 22212 | (11300000.0, 330000000.0] |
| 22213 | (2980949.0, 3400000.0] |
| 22214 | (2300000.0, 2980949.0] |
| 22215 | (3400000.0, 3800000.0] |
| 22216 | (3400000.0, 3800000.0] |
| 22217 | (8045000.0, 11300000.0] |
| 22218 | (12189.999, 2300000.0] |
| 22219 | (2300000.0, 2980949.0] |
| 22220 | (4600000.0, 5100000.0] |
| 22221 | (6650000.0, 8045000.0] |
| 22222 | (2300000.0, 2980949.0] |
| 22223 | (6650000.0, 8045000.0] |
| 22224 | (11300000.0, 330000000.0] |
| 22225 | (11300000.0, 330000000.0] |
| 22226 | (5100000.0, 5750000.0] |
| 22227 | (5100000.0, 5750000.0] |
| 22228 | (5100000.0, 5750000.0] |
| 22230 | (4200000.0, 4600000.0] |
| 22231 | (6650000.0, 8045000.0] |
| 22232 | (2980949.0, 3400000.0] |
| 22233 | (3800000.0, 4200000.0] |
| 22234 | (3400000.0, 3800000.0] |
| 22235 | (5750000.0, 6650000.0] |
| 22236 | (3800000.0, 4200000.0] |
| 22237 | (3800000.0, 4200000.0] |
| 22239 | (2300000.0, 2980949.0] |
| 22240 | (2300000.0, 2980949.0] |
| 22241 | (4200000.0, 4600000.0] |
| 22242 | (6650000.0, 8045000.0] |
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| 23123 | (12189.999, 2300000.0] |
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| 23522 | (2300000.0, 2980949.0] |
| 23523 | (4200000.0, 4600000.0] |
| 23524 | (3800000.0, 4200000.0] |
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| 23527 | (3400000.0, 3800000.0] |
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| 23533 | (6650000.0, 8045000.0] |
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| 23536 | (5750000.0, 6650000.0] |
| 23537 | (3400000.0, 3800000.0] |
| 23538 | (8045000.0, 11300000.0] |
| 23539 | (3400000.0, 3800000.0] |
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| 23542 | (3400000.0, 3800000.0] |
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| 23548 | (12189.999, 2300000.0] |
| 23549 | (11300000.0, 330000000.0] |
| 23550 | (4200000.0, 4600000.0] |
| 23551 | (3400000.0, 3800000.0] |
| 23552 | (6650000.0, 8045000.0] |
| 23553 | (3800000.0, 4200000.0] |
| 23554 | (2980949.0, 3400000.0] |
| 23555 | (11300000.0, 330000000.0] |
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| 23557 | (3400000.0, 3800000.0] |
| 23558 | (8045000.0, 11300000.0] |
| 23559 | (11300000.0, 330000000.0] |
| 23560 | (5100000.0, 5750000.0] |
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| 23566 | (11300000.0, 330000000.0] |
| 23567 | (2300000.0, 2980949.0] |
| 23568 | (8045000.0, 11300000.0] |
| 23569 | (12189.999, 2300000.0] |
| 23570 | (5100000.0, 5750000.0] |
| 23571 | (4600000.0, 5100000.0] |
| 23572 | (3800000.0, 4200000.0] |
| 23573 | (5750000.0, 6650000.0] |
| 23574 | (11300000.0, 330000000.0] |
| 23575 | (5100000.0, 5750000.0] |
| 23576 | (6650000.0, 8045000.0] |
| 23577 | (3400000.0, 3800000.0] |
| 23578 | (8045000.0, 11300000.0] |
| 23579 | (2300000.0, 2980949.0] |
| 23580 | (5100000.0, 5750000.0] |
| 23581 | (5750000.0, 6650000.0] |
| 23582 | (3400000.0, 3800000.0] |
| 23583 | (2980949.0, 3400000.0] |
| 23584 | (2300000.0, 2980949.0] |
| 23585 | (5750000.0, 6650000.0] |
| 23586 | (4200000.0, 4600000.0] |
| 23587 | (11300000.0, 330000000.0] |
| 23588 | (8045000.0, 11300000.0] |
| 23589 | (12189.999, 2300000.0] |
| 23591 | (5750000.0, 6650000.0] |
| 23592 | (12189.999, 2300000.0] |
| 23593 | (2980949.0, 3400000.0] |
| 23594 | (2300000.0, 2980949.0] |
| 23595 | (4600000.0, 5100000.0] |
| 23596 | (3400000.0, 3800000.0] |
| 23597 | (12189.999, 2300000.0] |
| 23598 | (4200000.0, 4600000.0] |
| 23599 | (3400000.0, 3800000.0] |
| 23600 | (8045000.0, 11300000.0] |
| 23601 | (2300000.0, 2980949.0] |
| 23602 | (8045000.0, 11300000.0] |
| 23603 | (6650000.0, 8045000.0] |
| 23604 | (4200000.0, 4600000.0] |
| 23605 | (3400000.0, 3800000.0] |
| 23606 | (2300000.0, 2980949.0] |
| 23607 | (3400000.0, 3800000.0] |
| 23608 | (11300000.0, 330000000.0] |
| 23609 | (6650000.0, 8045000.0] |
| 23610 | (2300000.0, 2980949.0] |
| 23611 | (4200000.0, 4600000.0] |
| 23612 | (2980949.0, 3400000.0] |
| 23613 | (3800000.0, 4200000.0] |
| 23614 | (6650000.0, 8045000.0] |
| 23615 | (3400000.0, 3800000.0] |
| 23616 | (6650000.0, 8045000.0] |
| 23617 | (5100000.0, 5750000.0] |
| 23618 | (5100000.0, 5750000.0] |
| 23619 | (2980949.0, 3400000.0] |
| 23620 | (2300000.0, 2980949.0] |
| 23621 | (4600000.0, 5100000.0] |
| 23622 | (6650000.0, 8045000.0] |
| 23623 | (4200000.0, 4600000.0] |
| 23624 | (2300000.0, 2980949.0] |
| 23625 | (6650000.0, 8045000.0] |
| 23626 | (3800000.0, 4200000.0] |
| 23627 | (5750000.0, 6650000.0] |
| 23628 | (6650000.0, 8045000.0] |
| 23629 | (5100000.0, 5750000.0] |
| 23630 | (3400000.0, 3800000.0] |
| 23631 | (11300000.0, 330000000.0] |
| 23632 | (4600000.0, 5100000.0] |
| 23633 | (12189.999, 2300000.0] |
| 23634 | (3800000.0, 4200000.0] |
| 23635 | (4600000.0, 5100000.0] |
| 23636 | (3800000.0, 4200000.0] |
| 23637 | (2300000.0, 2980949.0] |
| 23638 | (4600000.0, 5100000.0] |
| 23639 | (4200000.0, 4600000.0] |
| 23640 | (2300000.0, 2980949.0] |
| 23641 | (2980949.0, 3400000.0] |
| 23642 | (5750000.0, 6650000.0] |
| 23643 | (12189.999, 2300000.0] |
| 23644 | (4600000.0, 5100000.0] |
| 23645 | (12189.999, 2300000.0] |
| 23646 | (8045000.0, 11300000.0] |
| 23647 | (5100000.0, 5750000.0] |
| 23648 | (8045000.0, 11300000.0] |
| 23649 | (2980949.0, 3400000.0] |
| 23650 | (8045000.0, 11300000.0] |
| 23651 | (2980949.0, 3400000.0] |
| 23652 | (4200000.0, 4600000.0] |
| 23653 | (8045000.0, 11300000.0] |
| 23654 | (2300000.0, 2980949.0] |
| 23655 | (2300000.0, 2980949.0] |
| 23656 | (2300000.0, 2980949.0] |
| 23657 | (5750000.0, 6650000.0] |
| 23659 | (4600000.0, 5100000.0] |
| 23660 | (2300000.0, 2980949.0] |
| 23661 | (8045000.0, 11300000.0] |
| 23662 | (5750000.0, 6650000.0] |
| 23663 | (5750000.0, 6650000.0] |
| 23664 | (8045000.0, 11300000.0] |
| 23665 | (4200000.0, 4600000.0] |
| 23666 | (8045000.0, 11300000.0] |
| 23667 | (8045000.0, 11300000.0] |
| 23668 | (5750000.0, 6650000.0] |
| 23669 | (2980949.0, 3400000.0] |
| 23670 | (2300000.0, 2980949.0] |
| 23671 | (3400000.0, 3800000.0] |
| 23672 | (2980949.0, 3400000.0] |
| 23673 | (2980949.0, 3400000.0] |
| 23674 | (5750000.0, 6650000.0] |
| 23675 | (3400000.0, 3800000.0] |
| 23676 | (3400000.0, 3800000.0] |
| 23677 | (2300000.0, 2980949.0] |
| 23678 | (3400000.0, 3800000.0] |
| 23679 | (2300000.0, 2980949.0] |
| 23680 | (4600000.0, 5100000.0] |
| 23681 | (5100000.0, 5750000.0] |
| 23682 | (2300000.0, 2980949.0] |
| 23683 | (12189.999, 2300000.0] |
| 23684 | (11300000.0, 330000000.0] |
| 23685 | (2300000.0, 2980949.0] |
| 23686 | (2980949.0, 3400000.0] |
| 23687 | (2980949.0, 3400000.0] |
| 23688 | (8045000.0, 11300000.0] |
| 23689 | (3400000.0, 3800000.0] |
| 23690 | (5100000.0, 5750000.0] |
| 23691 | (8045000.0, 11300000.0] |
| 23692 | (12189.999, 2300000.0] |
| 23693 | (4200000.0, 4600000.0] |
| 23694 | (8045000.0, 11300000.0] |
| 23695 | (2980949.0, 3400000.0] |
| 23696 | (2300000.0, 2980949.0] |
| 23697 | (11300000.0, 330000000.0] |
| 23698 | (12189.999, 2300000.0] |
# Подсчет количества квартир с ценой от 38000000
count_last_price = data.query('last_price >= 38000000').shape[0]
print(f'Количество равно - {count_last_price}')
# Построим график, исключив из анализа строки, в которых цена квартиры равна или превышает 38000000 рублей.
data.query('last_price <= 38000000', inplace=True)
# Проверим замену
display(data['last_price'].describe() / 1000000)
data.plot(y='last_price', kind='hist', bins=50, figsize=(15, 5),
grid=True, title='Цена объекта в ₽')
# Задание названия оси абсцисс
plt.xlabel('Price M.₽')
# Показать график
plt.show()
Количество равно - 100
| last_price | |
|---|---|
| count | 0.023233 |
| mean | 5.747636 |
| std | 4.203447 |
| min | 0.012190 |
| 25% | 3.400000 |
| 50% | 4.600000 |
| 75% | 6.600000 |
| max | 38.000000 |
Данные распределены нормально, общая картина ясна. Самая популярная стоимость квартир в районе 3.75 млн.руб
Количество комнат
# Количество комнат
data.plot(y='rooms', kind='hist', bins=30, range=(0, 15), figsize=(10, 5), grid=True, title='Количество комнат')
# Задание названия оси абсцисс
plt.xlabel('Number of rooms')
# Показать график
plt.show()
# Подсчет количества квартир с количеством комнат от 7, это делается исходя из графика выше
count_rooms = data.query('rooms >= 7').shape[0]
print(f'Количество равно - {count_rooms}')
# Построим график, исключив из анализа строки, где количество комнат составляет 7 или меньше.
data.query('rooms <= 7', inplace=True)
# Проверим замену
display(data['rooms'].describe())
data.plot(y='rooms', kind='hist', bins=50, range=(0, 7), figsize=(10, 5),
grid=True, title='Количество комнат')
# Задание названия оси абсцисс
plt.xlabel('Number of rooms')
# Показать график
plt.show()
Количество равно - 25
| rooms | |
|---|---|
| count | 23230.000000 |
| mean | 2.027249 |
| std | 0.986450 |
| min | 0.000000 |
| 25% | 1.000000 |
| 50% | 2.000000 |
| 75% | 3.000000 |
| max | 7.000000 |
На гистограмме видно, что наибольшее количество объявлений приходится на квартиры с 1 или 2 комнатами. Как и ожидалось, наименее распространены объявления о квартирах с 7 и более комнатами. Квартиры студии тоже не популярны. Распределение данных близко к нормальному.
Высота потолков
# Высота потолков
data.plot(y='ceiling_height', kind='hist', bins=50, figsize=(10, 5), grid=True, title='Высота потолков в м')
# Задание названия оси абсцисс
plt.xlabel('Height')
# Показать график
plt.show()
data.plot(y='ceiling_height', kind='hist', bins=50, range=(0, 10), figsize=(10, 5),
grid=True, title='Высота потолков в м')
# Задание названия оси абсцисс
plt.xlabel('Height')
# Показать график
plt.show()
data['ceiling_height'].describe()
| ceiling_height | |
|---|---|
| count | 23230.000000 |
| mean | 2.718414 |
| std | 0.994902 |
| min | 1.000000 |
| 25% | 2.600000 |
| 50% | 2.650000 |
| 75% | 2.700000 |
| max | 100.000000 |
# Подсчет количества квартир с высотой потолков от 5 метров, это делается исходя из графика выше
count_ceiling_high = data.query('ceiling_height >= 5').shape[0]
print(f'Количество равно - {count_ceiling_high}')
# Построим график, исключив из анализа строки, где высота потолков превышает 5 метров или менее 2,5 метров.
data.query('ceiling_height >= 2.5 and ceiling_height <= 5', inplace=True)
# Проверим замену
display(data['ceiling_height'].describe())
data.plot(y='ceiling_height', kind='hist', bins=50, figsize=(10, 5),
grid=True, title='Высота потолков в м')
# Задание названия оси абсцисс
plt.xlabel('Height')
# Показать график
plt.show()
Количество равно - 33
| ceiling_height | |
|---|---|
| count | 23125.000000 |
| mean | 2.691109 |
| std | 0.203862 |
| min | 2.500000 |
| 25% | 2.600000 |
| 50% | 2.650000 |
| 75% | 2.700000 |
| max | 5.000000 |
Больше всего квартир с высотой потолков от ~2,5 до ~3 метров. Медианное значение высоты потолков после коррекции составило 2,65 метра.
Тип этажа квартиры («первый», «последний», «другой»)
# Тип этажа квартиры
data['floor_category'].hist()
<Axes: >
Из графика видно, что люди неохотно покупают недвижимость на первых и последних этажах.
Общее количество этажей в доме
# Общее количество этажей в доме
data.plot(y='floors_total', kind='hist', bins=50, figsize=(10, 5), grid=True, title='Общее количество этажей')
# Задание названия оси абсцисс
plt.xlabel('Number of floors')
# Показать график
plt.show()
data['floors_total'].describe()
| floors_total | |
|---|---|
| count | 23125.000000 |
| mean | 10.740757 |
| std | 6.616084 |
| min | 1.000000 |
| 25% | 5.000000 |
| 50% | 9.000000 |
| 75% | 16.000000 |
| max | 60.000000 |
По графику видно, что в датафрейме преобладают здания с этажностью от 6 до 9 этажей. Это, вероятно, связано с тем, что в датафрейме преобладают объявления из Санкт-Петербурга, где в центре города запрещена высотная застройка.
Расстояние до центра города в метрах
# Расстояние до центра города в метрах
data.plot(y='city_centers_nearest', kind='hist', bins=100, figsize=(10, 5), grid=True, title='Расстояние до центра в м')
# Задание названия оси абсцисс
plt.xlabel('Nearest center')
# Показать график
plt.show()
data['city_centers_nearest'].describe()
| city_centers_nearest | |
|---|---|
| count | 17667.000000 |
| mean | 14346.586064 |
| std | 8590.872948 |
| min | 181.000000 |
| 25% | 9551.000000 |
| 50% | 13199.000000 |
| 75% | 16378.500000 |
| max | 65968.000000 |
По графику можно сказать, что в датафрейме чаще всего встречаются данные с отдаленностью от центра в районе 15 км
Расстояние до ближайшего парка
# Расстояние до ближайшего парка
data.plot(y='parks_nearest', kind='hist', bins=100, figsize=(10, 5), grid=True, title='Расстояние до ближайшего парка в м')
# Задание названия оси абсцисс
plt.xlabel('Nearest_parks')
# Показать график
plt.show()
data.plot(y='parks_nearest', kind='hist', bins=100, range=(0, 1000), figsize=(10, 5), grid=True, title='Расстояние до ближайшего парка в м')
# Задание названия оси абсцисс
plt.xlabel('Nearest parks')
# Показать график
plt.show()
data['parks_nearest'].describe()
| parks_nearest | |
|---|---|
| count | 7747.000000 |
| mean | 493.620756 |
| std | 343.005180 |
| min | 1.000000 |
| 25% | 289.000000 |
| 50% | 456.000000 |
| 75% | 614.000000 |
| max | 3190.000000 |
По данным графика видно, что люди стараются чаще покупать недвижимость ближе к паркам. Самое популярное расстояние варьируется от 400 до 500 метров. Распределение данных близко к нормальному
Изучите, как быстро продавались квартиры (столбец days_exposition)
- Построим гистограмму
- Рассчитаем среднее и медиану столбца
- Опишем, сколько обычно занимает продажа недвижимости
- Определим какие продажи можно считать быстрыми, а какие — необычно долгими.
data.plot(y='days_exposition', kind='hist', bins=100, figsize=(10, 5), grid=True,
title='Сколько дней было размещено объявление')
# Задание названия оси абсцисс
plt.xlabel('Number of days')
# Показать график
plt.show()
data.plot(y='days_exposition', kind='hist', bins=100, range=(0, 800), figsize=(10, 5), grid=True,
title='Сколько дней было размещено объявление')
# Задание названия оси абсцисс
plt.xlabel('Number of days')
# Показать график
plt.show()
# Выведем основные статистические показатели (среднее, стандартное отклонение, минимум, максимум, квартили)
display(data['days_exposition'].describe())
data['days_exposition'].value_counts()
| days_exposition | |
|---|---|
| count | 20066.000000 |
| mean | 179.131067 |
| std | 217.867201 |
| min | 1.000000 |
| 25% | 45.000000 |
| 50% | 94.000000 |
| 75% | 228.750000 |
| max | 1580.000000 |
| count | |
|---|---|
| days_exposition | |
| 45.0 | 872 |
| 60.0 | 538 |
| 7.0 | 231 |
| 30.0 | 205 |
| 90.0 | 184 |
| 4.0 | 176 |
| 3.0 | 157 |
| 5.0 | 147 |
| 14.0 | 142 |
| 9.0 | 139 |
| 20.0 | 138 |
| 44.0 | 138 |
| 8.0 | 134 |
| 11.0 | 133 |
| 10.0 | 127 |
| 13.0 | 126 |
| 18.0 | 124 |
| 28.0 | 124 |
| 6.0 | 123 |
| 15.0 | 123 |
| 22.0 | 123 |
| 21.0 | 122 |
| 29.0 | 120 |
| 19.0 | 120 |
| 35.0 | 117 |
| 24.0 | 116 |
| 17.0 | 116 |
| 34.0 | 113 |
| 23.0 | 111 |
| 42.0 | 111 |
| 54.0 | 110 |
| 12.0 | 107 |
| 27.0 | 107 |
| 59.0 | 106 |
| 43.0 | 106 |
| 61.0 | 105 |
| 74.0 | 104 |
| 26.0 | 101 |
| 89.0 | 100 |
| 16.0 | 99 |
| 63.0 | 98 |
| 37.0 | 96 |
| 67.0 | 92 |
| 40.0 | 89 |
| 32.0 | 89 |
| 46.0 | 88 |
| 33.0 | 88 |
| 36.0 | 87 |
| 64.0 | 87 |
| 52.0 | 84 |
| 56.0 | 84 |
| 25.0 | 83 |
| 92.0 | 81 |
| 39.0 | 80 |
| 53.0 | 79 |
| 38.0 | 78 |
| 48.0 | 77 |
| 47.0 | 76 |
| 84.0 | 75 |
| 41.0 | 75 |
| 65.0 | 74 |
| 70.0 | 74 |
| 57.0 | 74 |
| 55.0 | 74 |
| 113.0 | 72 |
| 58.0 | 71 |
| 66.0 | 71 |
| 68.0 | 71 |
| 72.0 | 70 |
| 62.0 | 70 |
| 85.0 | 70 |
| 91.0 | 69 |
| 71.0 | 69 |
| 93.0 | 68 |
| 104.0 | 68 |
| 75.0 | 68 |
| 98.0 | 68 |
| 69.0 | 68 |
| 49.0 | 67 |
| 31.0 | 66 |
| 97.0 | 66 |
| 80.0 | 65 |
| 112.0 | 65 |
| 116.0 | 65 |
| 73.0 | 64 |
| 82.0 | 63 |
| 88.0 | 63 |
| 119.0 | 62 |
| 95.0 | 62 |
| 120.0 | 61 |
| 77.0 | 60 |
| 79.0 | 60 |
| 50.0 | 60 |
| 83.0 | 59 |
| 86.0 | 58 |
| 81.0 | 58 |
| 118.0 | 57 |
| 117.0 | 57 |
| 102.0 | 57 |
| 105.0 | 56 |
| 103.0 | 56 |
| 139.0 | 55 |
| 76.0 | 55 |
| 96.0 | 54 |
| 115.0 | 54 |
| 111.0 | 53 |
| 100.0 | 53 |
| 107.0 | 53 |
| 106.0 | 53 |
| 99.0 | 51 |
| 51.0 | 51 |
| 134.0 | 51 |
| 78.0 | 50 |
| 114.0 | 50 |
| 145.0 | 50 |
| 94.0 | 49 |
| 168.0 | 48 |
| 131.0 | 48 |
| 126.0 | 48 |
| 110.0 | 47 |
| 161.0 | 46 |
| 137.0 | 46 |
| 130.0 | 46 |
| 143.0 | 46 |
| 108.0 | 46 |
| 123.0 | 44 |
| 179.0 | 44 |
| 132.0 | 44 |
| 144.0 | 44 |
| 142.0 | 44 |
| 125.0 | 43 |
| 135.0 | 43 |
| 133.0 | 43 |
| 154.0 | 43 |
| 121.0 | 43 |
| 87.0 | 42 |
| 146.0 | 42 |
| 101.0 | 41 |
| 150.0 | 41 |
| 180.0 | 41 |
| 160.0 | 41 |
| 151.0 | 40 |
| 140.0 | 40 |
| 124.0 | 39 |
| 155.0 | 39 |
| 109.0 | 39 |
| 141.0 | 39 |
| 156.0 | 39 |
| 162.0 | 39 |
| 136.0 | 39 |
| 138.0 | 38 |
| 147.0 | 38 |
| 181.0 | 37 |
| 199.0 | 37 |
| 182.0 | 37 |
| 172.0 | 37 |
| 127.0 | 37 |
| 163.0 | 36 |
| 191.0 | 36 |
| 128.0 | 36 |
| 166.0 | 36 |
| 189.0 | 35 |
| 174.0 | 35 |
| 159.0 | 34 |
| 157.0 | 34 |
| 158.0 | 34 |
| 152.0 | 34 |
| 216.0 | 33 |
| 149.0 | 33 |
| 122.0 | 33 |
| 167.0 | 33 |
| 176.0 | 32 |
| 165.0 | 32 |
| 153.0 | 32 |
| 232.0 | 32 |
| 178.0 | 32 |
| 173.0 | 32 |
| 175.0 | 31 |
| 202.0 | 31 |
| 169.0 | 31 |
| 188.0 | 31 |
| 193.0 | 31 |
| 217.0 | 31 |
| 183.0 | 30 |
| 210.0 | 30 |
| 196.0 | 30 |
| 170.0 | 30 |
| 164.0 | 30 |
| 211.0 | 29 |
| 201.0 | 29 |
| 197.0 | 29 |
| 186.0 | 29 |
| 185.0 | 28 |
| 245.0 | 28 |
| 177.0 | 28 |
| 219.0 | 28 |
| 129.0 | 27 |
| 203.0 | 27 |
| 171.0 | 26 |
| 190.0 | 26 |
| 195.0 | 26 |
| 205.0 | 26 |
| 215.0 | 25 |
| 272.0 | 25 |
| 225.0 | 25 |
| 218.0 | 25 |
| 184.0 | 25 |
| 187.0 | 24 |
| 239.0 | 24 |
| 200.0 | 24 |
| 209.0 | 23 |
| 388.0 | 23 |
| 194.0 | 23 |
| 198.0 | 23 |
| 207.0 | 23 |
| 228.0 | 23 |
| 238.0 | 23 |
| 208.0 | 23 |
| 233.0 | 23 |
| 231.0 | 22 |
| 246.0 | 22 |
| 214.0 | 22 |
| 226.0 | 22 |
| 192.0 | 22 |
| 229.0 | 22 |
| 204.0 | 22 |
| 249.0 | 22 |
| 285.0 | 22 |
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| 934.0 | 1 |
| 1028.0 | 1 |
| 1072.0 | 1 |
| 830.0 | 1 |
| 1082.0 | 1 |
| 628.0 | 1 |
| 697.0 | 1 |
| 842.0 | 1 |
| 1212.0 | 1 |
| 1050.0 | 1 |
| 1580.0 | 1 |
| 986.0 | 1 |
| 1322.0 | 1 |
| 775.0 | 1 |
| 1485.0 | 1 |
| 1309.0 | 1 |
| 1171.0 | 1 |
| 954.0 | 1 |
| 923.0 | 1 |
| 1315.0 | 1 |
| 999.0 | 1 |
| 906.0 | 1 |
| 1125.0 | 1 |
| 1361.0 | 1 |
| 1206.0 | 1 |
| 1016.0 | 1 |
| 1278.0 | 1 |
| 1146.0 | 1 |
| 748.0 | 1 |
| 1396.0 | 1 |
| 1045.0 | 1 |
| 957.0 | 1 |
| 769.0 | 1 |
| 1477.0 | 1 |
| 1076.0 | 1 |
| 657.0 | 1 |
| 984.0 | 1 |
| 938.0 | 1 |
| 1148.0 | 1 |
| 1084.0 | 1 |
| 1209.0 | 1 |
| 1110.0 | 1 |
| 1104.0 | 1 |
| 1039.0 | 1 |
| 1360.0 | 1 |
| 1007.0 | 1 |
| 971.0 | 1 |
Среднее значение столбца составляет ~181 день, а медиана ~94 дней
По графикам видно наличие ярко выраженных выбросов, что также подтверждается анализом квартилей, полученных с помощью метода describe(). Эти выбросы соответствуют значениям 45, 60 и 94 дней
По медианному значению в 94 дней можно сказать, что в среднем квартиры на площадке продаются примерно за 3 месяца.
Быстрой продажей можно считать сделки, завершенные в промежутке от 1 до 14 дней. Долгую продажу можно выделить как продажи, которые занимают 500 дней и более
Определите факторы, которые больше всего влияют на общую (полную) стоимость объекта
- общая площадь;
- жилая площадь;
- площадь кухни;
- количество комнат;
- тип этажа, на котором расположена квартира (первый, последний, другой);
- дата размещения (день недели, месяц, год).
Цена на момент снятия с публикации находится в столбце last_price, построим диаграммы рассеяния, чтобы оценить взаимосвязь столбцов
Общая площадь, жилая площадь, площадь кухни
columns_to_plot = ['last_price', 'total_area', 'living_area', 'kitchen_area']
pd.plotting.scatter_matrix(data[columns_to_plot], figsize=(15, 15))
# Задание названия оси абсцисс
plt.xlabel('last_price vs (total_area, living_area, kitchen_area)')
# Показать график
plt.show()
data[columns_to_plot].corr()
| last_price | total_area | living_area | kitchen_area | |
|---|---|---|---|---|
| last_price | 1.000000 | 0.778015 | 0.674727 | 0.603957 |
| total_area | 0.778015 | 1.000000 | 0.926520 | 0.603651 |
| living_area | 0.674727 | 0.926520 | 1.000000 | 0.381673 |
| kitchen_area | 0.603957 | 0.603651 | 0.381673 | 1.000000 |
Из приведенных выше графиков можно сделать вывод, что все три показателя, выраженные в квадратных метрах, примерно одинаково влияют на цену продажи. Корреляции в этих столбцах по отношению к цене продаж имеют довольно высокий коэффициент.
Количество комнат
# Построим график
data.plot(x='rooms', y='last_price', kind='scatter', figsize=(15,5), grid=True, alpha=0.2,
title='last_price vs rooms')
# Построим график с ограниченной осью y
plt.ylim(0, 40000000)
# Задание названия оси абсцисс
plt.xlabel('Rooms')
# Показать график
plt.show()
# Вычислим коэффициент корреляции
data['rooms'].corr(data['last_price'])
np.float64(0.48867657902104894)
По графику заметно, что зависимость увеличивается до 3 комнат, а дальше идёт на спад.
Тип этажа, на котором расположена квартира (первый, последний, другой)
# Построим график
data.pivot_table(index='floor_category', values='last_price', aggfunc='mean').plot(
grid=True, figsize=(15, 5), title='Средняя цена по дням недели')
# Задание названия оси абсцисс
plt.xlabel('Floor category')
# Показать график
plt.show()
По графику видно, что квартиры на первом этаже имеют наименьшую стоимость. Квартиры на последнем этаже лишь немного дешевле, чем на других этажах.
Дата размещения (день недели, месяц, год)
# График средней цены по дням недели
data.pivot_table(index='week_day', values='last_price', aggfunc='mean').plot(
grid=True, figsize=(15, 5), title='Средняя цена по дням недели')
plt.xlabel('День недели')
plt.ylabel('Средняя цена')
plt.show()
# График средней цены по месяцам
data.pivot_table(index='month', values='last_price', aggfunc='mean').plot(
grid=True, figsize=(15, 5), title='Средняя цена по месяцам')
plt.xlabel('Месяц')
plt.ylabel('Средняя цена')
plt.show()
# График средней цены по годам
data.pivot_table(index='year', values='last_price', aggfunc='mean').plot(
grid=True, figsize=(15, 5), title='Средняя цена по годам')
plt.xlabel('Год')
plt.ylabel('Средняя цена')
plt.show()
По данным графиков видно, что покупатели чаще всего совершают сделки по недвижимости в пятницу (первый график), что приводит к повышению спроса и, следовательно, цены. По второму графику можно заметить, что цены поднимаются к концу года, а в декабре особенно резко возрастают, вероятно, из-за сдачи объектов. Третий график показывает, что с 2014 года цены на недвижимость снижались до 2018 года, после чего начали расти и вернулись на уровень предыдущего года.
Посчитаем среднюю цену одного квадратного метра в 10 населённых пунктах с наибольшим числом объявлений.
- Выделены населённые пункты с самой высокой и низкой стоимостью квадратного метра.
# Создим своднаую таблицу
locality = data.pivot_table(index='locality_name', values='square_meter_price', aggfunc=['count','mean'])
locality.columns = ['Количество объявлений', 'Средняя цена за квадратный метр']
locality = locality.sort_values('Количество объявлений', ascending=False)
locality = locality[:10]
locality
| Количество объявлений | Средняя цена за квадратный метр | |
|---|---|---|
| locality_name | ||
| Санкт-Петербург | 15230 | 111262.971161 |
| поселок Мурино | 549 | 85602.500519 |
| поселок Шушары | 439 | 78551.344545 |
| Всеволожск | 397 | 68719.320400 |
| Пушкин | 359 | 102865.225783 |
| Колпино | 336 | 75352.475583 |
| поселок Парголово | 326 | 90205.423758 |
| Гатчина | 306 | 68757.678644 |
| деревня Кудрово | 299 | 92473.547576 |
| Выборг | 235 | 58238.143141 |
locality['Средняя цена за квадратный метр'].plot(x='Количество объявлений', y='Средняя цена за квадратный метр', kind='bar', figsize=(15,5), grid=True,
title='Количество объявлений vs Средняя цена за квадратный метр')
plt.xlabel('Количество объявлений')
plt.ylabel('Средняя цена за квадратный метр')
plt.show()
Определим квартиры в Санкт-Петербурге с помощью столбца locality_name и вычисилим их среднюю стоимость на разном удалении от центра.
- учтён каждый километр расстояния, известны средние цены квартир в одном километре от центра, в двух и так далее;
- описано, как стоимость объекта зависит от расстояния до центра города;
- построен график изменения средней цены для каждого километра от центра Петербурга.
spb_locality = (
data.pivot_table(index='city_centers_nearest_km', values='last_price', aggfunc=['mean'])
.round(decimals=2).plot(grid=True, figsize=(15, 5), title='Изменения средней цены от центра Петербурга'))
# Задание названия
plt.xlabel('Расстояние до центра города, км')
plt.ylabel('Цена в руб.')
plt.legend(['Средняя цена'])
# Показать график
plt.show()
Из графика видно, что в целом, чем дальше недвижимость находится от центра, тем она дешевле. Однако есть несколько выбросов, которые, вероятно, связаны с тем, что на этих расстояниях расположены более населенные пункты, чем деревни и села, что приводит к росту цен.
Общий вывод¶
В данной работе был проведен исследовательский анализ данных с целью изучения факторов, влияющих на продажу квартир в Санкт-Петербурге и соседних населенных пунктах. Анализ охватывал различные аспекты данных, начиная с предобработки и заканчивая выявлением ключевых факторов, определяющих рыночную стоимость недвижимости.
Предобработка Данных
Пропуски в данных:
Были обнаружены пропуски в нескольких столбцах, включаяceiling_height,living_areaиis_apartmentи т. д. Пропуски были заполнены логически обоснованными значениями, например, медианными значениями или по аналогии с похожими объектами.Изменение типов данных:
Для некоторых столбцов были изменены типы данных для удобства анализа, например, преобразование дат в форматdatetimeи преобразование категорий в числовые значения для дальнейшего анализа.Обработка дубликатов:
В результате анализа были выявлены и устранены дубликаты данных, такие как повторяющиеся объявления о продаже квартир и неявные дубликаты, связанные с разными вариантами написания названий населенных пунктов.Добавление новых столбцов:
Для улучшения качества анализа были добавлены новые столбцы, такие как категория удаленности объекта от центра города и цена квадратного метра.
Исследовательский Анализ Данных
Общая площадь недвижимости: Выявлено, что наиболее востребованные квартиры имеют площадь от 30 до 45 м². Наблюдаются выбросы, связанные с элитной недвижимостью, превышающей 120 м².
Площадь жилых помещений: Наиболее популярные квартиры имеют жилую площадь от 16 до 20 м². Наибольший спрос на квартиры с жилой площадью около 20 м².
Площадь кухни: В среднем площадь кухни в квартирах составляет от 6 до 11 кв. м, что соответствует потребностям семей среднего размера.
Цена: Наиболее востребованные квартиры имеют цену от 3 до 5 миллионов рублей, что составляет основной сегмент рынка.
Количество комнат: Двухкомнатные квартиры являются самыми популярными, за ними следуют однокомнатные и трехкомнатные квартиры.
Высота потолков: Большинство квартир имеют стандартную высоту потолков в 2,5-3,0 метра, что соответствует нормам для жилья массового строительства.
Категория этажа: Квартиры, расположенные не на первом и не на последнем этажах, пользуются наибольшим спросом, что связано с предпочтениями покупателей по уровню комфорта.
Этажность здания: Многоквартирные дома средней этажности (от 6 до 9 этажей) наиболее популярны, что связано с особенностями застройки в Санкт-Петербурге и пригородах.
Расстояние до центра города: Квартиры, расположенные ближе к центру, дороже, однако наибольший спрос наблюдается на жилье, находящееся на умеренном удалении от центра, что обусловлено сочетанием цены и доступности.
Расстояние до ближайшего парка: Квартиры, находящиеся рядом с парком, продаются быстрее, что указывает на важность наличия зеленых зон поблизости.
Скорость Продаж: Быстрая продажа недвижимости наблюдается в течение первых 3 месяцев с момента публикации объявления. Продажи, длившиеся более года, указывают на переоцененные объекты или низкий спрос.
Факторы, Влияющие на Цену
Площадь недвижимости:
Общая, жилая и площадь кухни имеют значительное влияние на цену недвижимости, подтверждая ожидания покупателей относительно комфорта и функциональности жилья.Количество комнат:
Двухкомнатные квартиры и трехкомнатные квартиры остаются наиболее популярными среди покупателей, что делает их наилучшим вариантом для инвестиций.Этаж:
Квартиры на первом и последнем этажах менее востребованы, что связано с их меньшим удобством и возможными проблемами, такими как шум или недостаток освещения.Время продажи:
Пиковые периоды продаж приходятся на весну и осень и конец года в декабре, а остальные зимние месяцы характеризуются снижением активности на рынке недвижимости.Рейтинг населенных пунктов:
Санкт-Петербург ожидаемо занял первое место по популярности и стоимости недвижимости, что подтверждает его статус центра экономической и культурной жизни региона.Зависимость Цены от Расположения: Чем ближе квартира к центру города, тем выше ее стоимость. Однако, стоимость жилья значительно падает с увеличением расстояния до центра, что отражает баланс между доступностью и престижностью.
Заключение В результате исследования были выявлены ключевые факторы, влияющие на стоимость недвижимости в Санкт-Петербурге и пригородах. Эти результаты могут быть использованы для дальнейшего совершенствования моделей ценообразования и разработки рекомендаций для продавцов и покупателей недвижимости.